<p> </p>
<h2>I. contexte</h2>
<p><a name="_Hlk77642269"></a> Si les premiers gangs ont été observés aux XIVème et XVème siècles comme l’ont notifié les premiers écrits sur le phénomène. Cependant, le monde n’a connu son premier pic en matière de formation des gangs de rue qu’à la faveur de la révolution industrielle du XVIIIème siècle dans des pays comme l’Angleterre, la Suisse, l’Allemagne, l’Amérique, la France… Avant cet avènement, la délinquance était plus individuelle que collective ; elle était menée seule jusqu’au groupe Thrasher (1927). Cette flambée de la délinquance de groupe est due au grand écart économique et social entre la bourgeoisie et le prolétariat.</p>
<p>Thrasher (1927) sera le premier à proposer une étude détaillée sur les gangs. Il sera suivi dans cet élan par d’autres auteurs comme Shaw & Mackay (1931). Des thèmes aussi variés que la formation, la composition et la structure des gangs de rue, les caractéristiques personnelles et sociales des personnes qui les composent, leurs activités délinquantes et les stratégies d’action pour faire face au phénomène sont traités, année après année, par des scientifiques de tous horizons : sociologues, criminologues, psychologues, ethnographes et anthropologues.</p>
<p>En Afrique, à l’instar de la Côte d’Ivoire, le Congo RDC connaît ce phénomène sous le vocable de « Kuluna ». Comme les « microbes », ce gang d’adolescents opère à l’aide d’objets tranchants de tous les ordres : machettes, scies, pointes, lames de rasoirs, barres de fer (Mujinya, 2015). Au Congo-Brazza, ils sont plutôt appelés « bébés noirs » et ils y opèrent de la même manière (Douniama, 2019). Le Madagascar connaît également ce phénomène sous un autre vocable : « les foroches » (OMS, 2016). Nonobstant toutes ces études, il convient de dire que le sujet des gangs de délinquants demeure inquiétant et dangereux pour beaucoup de chercheurs à cause des risques auxquels on est enclin quand on décide de l’étudier scientifiquement (Akindès, 2018).</p>
<p>En Côte d’Ivoire, la délinquance des gangs d’adolescents dits « microbes » a fait l’objet de quelques études. Les variables telles que l’exclusion d’enfants soldats reversés à la vie civile sans avoir été resocialisés (Bah et Niamké, 2016), l’importance de la drogue (Gaulithy, 2015), la crise post-électorale (Kouassi, 2014), l’indigence économique des familles, l’exclusion de la société globale (Crizoa, 2019), la responsabilité de la famille (Zady et al., 2019) etc. ont été mentionnées pour expliquer le phénomène. Si ces études sont pertinentes, elles ne privilégient pas suffisamment une approche ou une analyse multifactorielle pour rendre compte de la persistance de ce phénomène à partir de facteurs de type social et individuel. Peu d’études en effet, traitent de ces déterminants du phénomène des gangs de jeunes dans le contexte ivoirien.</p>
<p>Cependant, il nous est donné de constater que les études sur les groupes de jeunes délinquants sont tournées essentiellement vers des variables beaucoup plus visibles alors qu’il n’y a de sciences que de ce qui est caché (Bachelard, 1949, p. 38). La recherche portant sur la place des objets mystiques portés et utilisés par ceux-ci, dans le succès de leur passage à l’acte, est donc d’une grande importance. En Afrique, la criminalité a un lien avec les pratiques occultes (Bazaré, 2021). Les membres de gangs feraient recours à ces pratiques occultes à travers l’usage des gris-gris pour devenir ou se sentir invulnérable avant d’opérer sur le terrain. Une telle étude dans le champ de la tradition et de l’occultisme vient élucider un aspect aussi important dans la compréhension de cette délinquance juvénile groupale, pour comprendre et expliquer les contributions de ces gris-gris dans l’activité criminelle des gangs de rue dits microbes.</p>
<p>En Côte d’Ivoire, selon le sociologue Rodrigue Koné (2014), le phénomène des gangs ou bandes n’est pas nouveau ; mais a été accentué par l’influence des crises politico-militaires récentes. Pour lui, c’est la conséquence de la marginalisation socio-économique. Au cours des années 1990, les bandes existaient déjà et rivalisaient surtout à travers des compétitions sportives appelées localement : « comité». A la même époque, dans le quartier d’Abobo, un trafiquant de drogues surnommé« Zaadi » fut l’un des premiers à recourir aux services d’enfants en rupture familiale ou déscolarisés pour son réseau de distribution à travers ladite commune. Toutefois, il convient de noter que ce phénomène particulier des bandes de très jeunes enfants recourant aux gris-gris dans leurs activités criminelles violentes dans les rues des quartiers, est apparu au lendemain de la crise post-électorale de 2011.</p>
<p>Cette situation chaotique que crée ce phénomène nouveau d’enfants microbes au lendemain de la crise post-électorale de 2011, n’a cessé de susciter plusieurs études scientifiques tentant ainsi de l’analyser afin de comprendre ses manifestations, ses facteurs explicatifs et faire des recommandations pour réduire son ampleur. Cependant, de nombreux chercheurs dans le monde se sont plutôt intéressés aux variables famille, école, conditions sociales, consommations de drogues et stupéfiants pour comprendre et expliquer le phénomène des gangs de rue et sa persistance.</p>
<p>Les facteurs d’adhésion des jeunes aux gangs de rue s’étendent à plusieurs sphères de leur vie. Notons que le cumul de plusieurs facteurs de risque (pauvreté, immigration, chômage, maltraitance, fort engagement envers les amis délinquants, consommation de drogue etc.) constitue des indices quant à la probabilité d’adhésion à un gang (Pierre, J., 2008). Aussi, des chercheurs après des investigations, sont arrivés à la conclusion selon laquelle les jeunes qui s’investissent dans la criminalité sont en général ceux qui sont en mal d’insertion sociale, ceux qui ont connu la maltraitance dans la cellule familiale et ceux qui n’ont pas achevé leur cursus scolaire (Hamel et al. 1998 et Danyko et al. 2002). Latour (2001) trouve plutôt que les jeunes vivant dans des conditions sociales précaires, ne pouvant pas faire face à leurs besoins immédiats, sont amenés à intégrer le milieu de la violence pour subvenir à leurs besoins. L’adhésion des jeunes à la violence en Côte d’Ivoire est favorisée par la crise économique, la paupérisation des familles, la rupture des liens communautaires, la déscolarisation, la pauvreté exacerbée par le besoin de consommation à l’occidental, la drogue et la violence (Latour, 2001).</p>
<p>Cinq ministères se sont donc impliqués dans la lutte contre cette forme de délinquance juvénile dans le pays. Mais il est difficile pour ces ministères engagés dans la même cause, d’identifier sous la même dénomination ce profil d’enfants, ce qui est de nature à provoquer une incohérence et une inefficacité des actions engagées. En effet, pour le ministère de la Promotion de la famille, de la femme et de l’enfant ; l’enfant « microbe » est un enfant en difficulté. Pour le ministère de l’Education nationale, c’est « un enfant en danger ». Pour le ministère des Affaires sociales, c’est « un enfant en voie de radicalisation ». Pour le ministère de la Justice, c’est « un enfant en conflit avec la loi ». Pour le ministère de l’Intérieur, c’est « un enfant dangereux ».</p>
<p>Au vu de toutes ces recherches sur la question des gangs, rares sont celles qui ont orienté leurs objets sur la place des sciences occultes en général et des gris-gris en particulier auxquels recourent ces jeunes appartenant aux gangs dits microbes, dans l’activité criminelle qu’ils mènent. Comme les autres variables, cette variable mérite d’être prise en compte même si elle a un aspect occulte, car elle pourrait constituer l’un des facteurs déterminants du phénomène des enfants dits microbes.</p>
<p>Eu égard à tout ce qui précède en termes d’étude effectuée sur le phénomène des gangs de jeunes délinquants en général et de ceux dits « microbes » en particulier, l’étude sur : « le recours aux gris-gris dans l’activité criminelle des gangs de rue dits microbes à Abidjan. » paraît une nécessité, afin de comprendre et d’expliquer le rôle que jouent les gris-gris dans le succès de leurs activités criminelles.</p>
<p>Cet article s’articulera donc autour des pouvoirs surnaturels des gris-gris utilisés par les enfants dits « microbes » ou encore appelés enfants en conflit avec la loi, dans les communes les plus touchées de la ville d’Abidjan afin de comprendre la place de ces objets dans ce phénomène criminel particulier de par ces acteurs et son mode opératoire.</p>
<p> </p>
<h2>II. Méthodologie</h2>
<h3>A. Sites et participants à l’enquête</h3>
<p>Notre choix s’est porté sur la ville d’Abidjan parce qu’elle est la plus touchée par le phénomène des gangs de rue dits microbes. Presque toutes les actions criminelles menées par ces jeunes délinquants sont circonscrites dans la zone d’Abidjan (Crizoa, 2019), ville cosmopolite qui compte beaucoup de communes, de quartiers et de sous-quartiers surpeuplés selon le dernier recensement général de la population et de l’habitat 2014 (RPGH 2014) tant des Ivoiriens estimés à 3 401 763 que des non-Ivoiriens estimés à 993 480 pour la ville d’Abidjan. Avec les crises socio-politiques et militaires que nous avons connues successivement, la population Abidjanaise est, selon l’Institut national de statistiques (INS), passée de 3 200 000 habitants en 1998 à 4 395 243 habitants en 2014. Aussi, Abidjan compte 1 318 811 enfants de moins de 18 ans et connaît une croissance constante du fait de son industrialisation et concentration des administrations phares du pays au sein de la capitale économique. Cette surpopulation et cette rapide urbanisation déterminent la hausse de sa criminalité.</p>
<p>Selon Touré & Kouamé (1994), Abidjan subit environ 40 % de l’ensemble des crimes commis sur le territoire national « entre 1999 et 2000, le taux de criminalité est passé de 98 pour 1 000 000 habitants à 151 pour 100 000. En 2001, il atteint 178 pour 100 000 habitants. Cette tendance couvre aussi bien les crimes contre les biens (les larcins, les vols de voiture), les crimes violents (les cambriolages, les hold-up, les homicides, les vols à mains armées) et les délits liés à la drogue. Le crime contre la propriété représente plus de 76 % des décisions de justice, dont 80 % sont d’origine violente. Les estimations sur la délinquance des gangs de rue dits microbes n’étant pas spécifiées dans les banques de données des institutions, nous regrettons de ne pas pouvoir faire ressortir la proportion de la délinquance de ces gangs dits microbes dans cette globalité.</p>
<p>Le total des individus qui ont pris part à cette recherche est de cent quatre-vingt-dix, dont soixante-dix jeunes « microbes et ex-microbes », quinze victimes d’enfants microbes, vingt-cinq mystiques, vingt intervenants clés, dix parents des victimes et trente de population tout-venant.</p>
<p> </p>
<p>Diagramme 1: Composition de l’échantillon</p>
<p><img alt="" src="data:image/png;base64,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" /></p>
<p> </p>
<p> </p>
<h3>B. Recueil et analyse des données</h3>
<p>Cet instrument nous a donc permis de collecter les motivations personnelles du recours aux gris-gris par ces jeunes délinquants dits microbes et aussi le rôle qu’ils jouent dans la réussite de leurs opérations criminelles par des entretiens semi-directifs avec un guide de questionnaires composé de questions ouvertes. L’analyse qualitative nous a permis de privilégier le point de vue des sujets et l’analyse quantitative a été usitée pour les données recueillies sur terrain en fonction des différentes modalités afin d’en faire des représentations graphiques avec les logiciels Sphinx plus et Excel.</p>
<p> </p>
<h2>III. Résultats</h2>
<p>Les résultats de l’étude sont structurés autour des points suivantes : « Les faiseurs et les fournisseurs de gris-gris, mode et lieux d’acquisition », « Les types et les caractéristiques de gris-gris et les sources » et « Le recours aux gris-gris et la croyance en leur efficacité ».</p>
<p> </p>
<p><strong>Résultat 1 : Faiseurs et fournisseurs de gris-gris, mode et lieux d’acquisition</strong></p>
<p>Pour comprendre l’usage des gris-gris dans l’activité criminelle des microbes, il est primordial d’investiguer sur tout le mécanisme avant l’usage de ces gris-gris à proprement dit. Il est important de savoir d’où et de qui ils obtiennent ces gris-gris pour déterminer l’accès à ces objets, avant de s’intéresser à la place qu’ils occupent dans leurs passages à l’acte.</p>
<p>Les enfants dits microbes qui ont recours aux gris-gris dans l’accomplissement et le succès de leurs opérations criminelles de groupe, ne sont bien évidemment pas fabricant ou détenteurs des gris-gris qu’ils utilisent. Selon des jeunes de ce gang que nous avons interrogés, ils obtiennent ces gris-gris, ces amulettes ou ces fétiches de protections ou d’agressions chez des mystiques que nous pouvons catégoriser en trois groupes suivant les explications obtenues de ces jeunes : les marabouts, les charlatans et les féticheurs.</p>
<p> </p>
<p><em>Les marabouts</em></p>
<p>Les marabouts sont des personnes qui utiliseraient des versets coraniques ou autres procédés faisant usage de l’écriture arabe et des connaissances qui prendraient leurs sources dans les secrets de certains Maîtres ou guides de confession musulmane.</p>
<p> </p>
<p><em>Les féticheurs</em></p>
<p>Le féticheur est également une personne à pouvoir comme le marabout mais la différence entre ces deux faiseurs et détenteurs de gris-gris, se situe au niveau du procédé de fabrication et d’utilisation de leurs gris-gris. Le féticheur, lui travaille avec l’esprit des mânes, avec les génies ou encore les esprits incarnés dans des statues ou idoles qu’il vénère et adore. Il ne travaille pas avec des versets ou sourates du coran comme le marabout. Dans la fabrication de ses gris-gris, il fait intervenir des ingrédients comme du sang de certaines bêtes, des plantes, des morceaux de linceul ou encore d’autres parties de certains animaux comme la peau, la tête, les os…</p>
<p> </p>
<p><em>Les charlatans</em></p>
<p>Le charlatan utilise tant les procédés des marabouts que ceux des féticheurs pour conférer des pouvoirs surnaturels à des objets inanimés. Il a également recours tant aux versets et sourates coraniques qu’aux esprits et aux fétiches pour transformer des objets banaux en des objets à pouvoirs surnaturels opérationnels. Selon les enquêtés de cette catégorie, les charlatans sont les plus dangereux des trois car détenteurs des sciences surnaturelles des deux autres que sont les marabouts et les féticheurs. Il est considéré à cet effet comme le polyvalent du domaine occulte.</p>
<p>Comment les enfants dit microbes obtiennent-t-ils ces gris-gris ?</p>
<p><strong>Diagramme 1:</strong> Répartition des enfants "Microbes" usagers de gris-gris par mode d'acquisition</p>
<p> </p>
<p><img alt="" src="data:image/png;base64,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" /></p>
<p>Source : les résultats de nos enquêtes (2021)</p>
<p>Pour obtenir ces gris-gris aux pouvoirs surnaturels, les jeunes microbes passent par plusieurs moyens. Parfois, ils passent par des pairs délinquants, des amis ou « vié-père » (devanciers dans le milieu criminel) qui sont des « gris-gris man », c’est-à-dire des personnes habituées aux gris-gris et qui en possèdent beaucoup au point d’en donner aux autres ou encore, qui les conduisent à des faiseurs de gris-gris ou mystiques (voir « par personne interposée »). Hormis ce groupe, il y a une autre frange de ces jeunes usagers de gris-gris qui obtiennent leurs gris-gris par le moyen des détenteurs de ces pouvoirs, car tel serait le critère primordial pour certains mystiques avant de donner leurs gris-gris à un individu. D’autres en revanche les obtiennent par un parent qui est généralement le grand-père, le père ou l’oncle du village.</p>
<p> </p>
<p><em>Par personne interposée</em></p>
<p>Ce premier mode d’acquisition consiste à s’informer auprès des pairs délinquants ou toutes autres personnes susceptibles de conduire à un faiseur de gris-gris, un mystique.</p>
<p>Game, seize ans : « moi j’ai gagné mes premiers sogolitions<a href="#sdfootnote1sym" name="sdfootnote1anc">1</a> chez un Chao<a href="#sdfootnote2sym" name="sdfootnote2anc">2</a> dans un campement de Daloa. C’est un frère-sang<a href="#sdfootnote3sym" name="sdfootnote3anc">3</a> qui a fait le branchement entre moi et le Chao. Il m’a donné les vrais « anti-couteaux » en ceinture. » Par ces aveux du jeune Game, on remarque que l’un des modes d’acquisition de gris-gris les plus courants chez les microbes est l’information de bouche à oreille entre amis gangsters. Quand on constate qu’un ami de la bande a porté des gris-gris qui lui confèrent des pouvoirs surnaturels, alors, les autres lui demandent de les amener au mystique qui est à l’origine de ces prouesses.</p>
<p>Selon Espion : « on ne montre pas tous ces endroits secrets à ses amis sinon le jour c’est gâté entre vous, tu es un homme mort. » On comprend ces propos d’Espion, car, même si les jeunes microbes sont prêts à s’accompagner chez leurs mystiques respectifs, il y a toujours une marge de réserve qu’ils observent vis-à-vis de ceux-ci. Pour eux, on ne doit pas montrer tous les endroits où on se protège à son ami car dans le milieu de la délinquance, l’ami d’aujourd’hui par le jeu d’intérêt ou de leadership de groupe, peut devenir l’ennemi farouche de demain. Aussi, convient-il de signaler qu’à défaut de conduire leurs amis de bande désireux d’avoir des amulettes et des pouvoirs chez leurs marabouts, féticheurs ou charlatans, certains d’entre eux ayant beaucoup de gris-gris, préfèrent en donner à ces amis demandeurs plutôt que de les accompagner à la source de ces gris-gris.</p>
<p>A.K., treize ans nous disait ceci à ce propos : « moi c’est mon vié-père du gbonhi qui m’a donné mes zamous<a href="#sdfootnote4sym" name="sdfootnote4anc">4</a> contre machettes et pistolets ».</p>
<p>Au-delà de ce mode, il y a l’acquisition de gris-gris par legs.</p>
<p> </p>
<p><em>Par legs</em></p>
<p>A ce niveau, il s’agit de l’obtention de gris-gris de façon naturelle sans avoir fait assez d’effort tout simplement parce qu’on bénéficie de la providence d’être le fils, le petit-fils, le neveu… d’un mystique dont nous héritons des pouvoirs mystiques à travers la transmission de formules pour faire des gris-gris, fétiches ou amulettes pour s’immuniser contre la vulnérabilité des armes et autres. Ce mode d’acquisition est d’ailleurs celui du tristement célèbre chef de gang des microbes « Zama » de son vrai nom Mamadou Traoré, tué et brûlé vif par la population dans la commune d’Attécoubé. Son père est un marabout du quartier précaire de « Boribana », il est d’origine burkinabé. Zama aurait donc acquis tous ses pouvoirs mystiques et surnaturels, auprès de ce père dont les savoirs mystiques ne souffraient d’aucune contestation au sein de la population. Le fils Traoré n’aurait donc pas eu de difficulté à se « blinder », à se préparer mystique afin d’être craint par tous et de tous.</p>
<p>Comme Zama, le jeune « Sorcier », douze ans, est né dans une famille d’animistes et de féticheurs. Il n’a donc pas eu besoin de quelqu’un pour lui indiquer où avoir des gris-gris de protection (taguannan) ou de soumission (sirikoun). Naturellement, il en eut et en fabriqua lui-même selon ses besoins criminels. Il nous confia qu’à dix ans, il pouvait déjà entrer dans une maison close par le mur. Et son premier usage de gris-gris à des fins criminelles fut celui-ci. Il l’utilisait pour entrer dans des boutiques mauritaniennes du quartier nuitamment pour y prendre quelques articles de boutique prisés par les enfants de son âge tels que : les bonbons, biscuits, boites de sardines...</p>
<p>En outre, nous avons un autre mode d’acquisition de gris-gris beaucoup prisé par les jeunes en conflit avec la loi dits microbes.</p>
<p> </p>
<p><em>Par le « jeu de respect »</em></p>
<p>L’acquisition des gris-gris à ce niveau se fait par le moyen de la ruse. Le jeune microbe ayant connaissance de la détention de pouvoirs surnaturels par un mystique, cherchera à lancer une opération séduction vis-à-vis de celui-ci en se montrant sage et respectueux envers lui. Cette opération séduction amène certains d’entre eux à abandonner tout pendant un moment pour se mettre au service du mystique détenteur du gris-gris qu’il convoite. Ces jeunes sont prêts à aller dans des hameaux, contrées et campements loin des villes, pour travailler dans les champs de ces mystiques, et ce, parfois toute une saison pour simplement les séduire et les amener à lever l’« embargo » sur de puissants gris-gris que ceux-ci refusent généralement de donner à un jeune ou à toute personne dont ils ne connaissent pas vraiment la moralité ou dont l’âge ne favorise pas la sagesse selon eux.</p>
<p>Par exemple, le dénommé « Wong », dix-sept ans, dit s’être rendu dans un ¨petit¨ village de korhogo au Nord du pays chez un vieux dont il a appris les « merveilles » en termes de pouvoirs surnaturels. Cependant, on lui aurait dit également que celui-ci est peu porté vers l’argent et est plus sensible au respect qu’on lui voue et aux valeurs incarnées par le demandeur de gris-gris. Pour avoir quelque chose de lui, il fallait donc être respectueux et serviable. D’après Wong, quand vous arrivez chez le vieux en question, il feint ne pas savoir les motifs de votre venue et vous observe sur un temps sans vous poser de questions. C’est pendant ce temps d’observation que pour devez le séduire par votre comportement afin de mériter ce pour quoi vous êtes là. Si vous puisez par exemple de l’eau au grand puits du village pour ses femmes et vous cassez leurs fagots sans oublier d’effectuer les travaux champêtres avec lui et ses enfants, au bout d’un certain temps, il vous appellera seul dans sa case un soir au moment où tout le monde dort et vous demandera ce que vous voulez et vous le donnera. Et Wong a réussi cette épreuve et reçu de ce vieux, un bracelet de fer noir, qui lui permettait de disparaître et de réapparaître lorsqu’il le désirait.</p>
<p> </p>
<p><strong>Diagramme 2 :</strong> Répartition des enfants « Microbes » par lieux d’acquisition de leurs gris-gris</p>
<p> <img alt="" src="data:image/png;base64,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" /></p>
<p>Source : les résultats de nos enquêtes (2021)</p>
<p>Ce diagramme vient détailler des informations recueillies auprès des jeunes « microbes et ex-microbes » sur les lieux d’obtention des gris-gris qu’ils utilisent ou utilisaient selon qu’ils soient « microbes » ou « ex-microbes ».</p>
<p>Cependant, quels sont les types et caractéristiques de ces gris-gris ?</p>
<p> </p>
<p><strong>Résultat 2 : Les types et caractéristiques de gris-gris et sources </strong></p>
<p>Selon les données recueillies sur le terrain par le biais des jeunes en conflit avec la loi, dits microbes, et quelques mystiques interrogés sur la question, les gris-gris sont de plusieurs caractéristiques et les usages que font ces jeunes de ces gris-gris sont multiples et multiformes.</p>
<p>De la catégorisation des gris-gris utilisés par les jeunes microbes, deux grandes caractéristiques et types de gris-gris se dégagent. Ces deux grandes caractéristiques de gris-gris sont : les sirikouns et les tanguanans.</p>
<p>Les usages ou recours qu’ils font de ces différentes caractéristiques et types de gris-gris dans le cadre de leurs passages à l’acte sont nombreux. Cependant, tous visent à faciliter l’accomplissement de l’acte criminel afin qu’il soit un succès. Ainsi, avant de voir les caractéristiques et les types de sirikouns et des tanguanans, voyons leur taux de recours ou d’utilisation afin de savoir lequel des deux est le plus utilisé par les enfants « microbes » en unité ou en combinaison :</p>
<p> </p>
<p><strong>Diagramme 3 :</strong> Répartition des enfants « microbes » en fonction du type de gris-gris utilisé</p>
<p> <img alt="" src="data:image/png;base64,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" /></p>
<p>Source : les résultats de nos enquêtes (2021)</p>
<p><strong>Commentaire du diagramme 3</strong></p>
<p>Le diagramme nous donne de lire qu’au sein du gang des « microbes », ceux d’entre eux qui qui ont recouru aux gris-gris n’utiliseraient jamais les sirikouns uniquement tandis que cinquante-neuf d’entre eux utilisent uniquement des tanguanans. Cependant, six des soixante-cinq usagers de gris-gris définis plus haut du groupe, utilisent uniquement la combinaison sirikouns-tanguanans pour leurs activités criminelles.</p>
<p> </p>
<p><strong>Analyse du diagramme 3</strong></p>
<p>A l’analyse, on pourrait se faire une idée plus ou moins claire du fort recours aux tanguanans plus qu’aux sirikouns car les tanguanans protègent et rendent invulnérable alors que les sirikouns sont utilisés pour dompter, hypnotiser et soumettre la victime et l’adversaire (forces de l’ordre). Une infime partie arrive quand même à avoir les deux types de gris-gris et à les utiliser dans le cadre de leurs activités délinquantes. La spécificité de ces deux types de gris-gris, sera mieux explicitée dans le prochain point prévu à cet effet.</p>
<p>Voyons à présent les sirikouns et les tanguanans de façon structurelle mais aussi conjoncturelle :</p>
<p> </p>
<p><em>Les sirikouns. Types & Caractéristiques</em></p>
<p>Les « sirikouns », c’est l’ensemble des gris-gris qui contribuent à faciliter les opérations criminelles à trois niveaux : au commencement de l’exécution en facilitant l’accès au terrain ciblé même quand celui-ci est surveillé, pendant exécution en rendant dociles les victimes et à la fin de l’exécution pour s’en aller de la scène sans que les forces de l’ordre puissent interpeller la bande ou un élément de la bande.</p>
<p>Ces « sirikouns » se présentent sous plusieurs formes à savoir : un cadenas enroulé de trois fils de couleurs noire, rouge et blanche. Souvent, c’est une corne de bête renfermée par un tissu rouge sur lequel sont placés des cauris. Ils peuvent également se présenter sous la forme d’un canari auquel le jeune microbe parle dans sa chambre afin que les forces de tous ceux qui peuvent faire échouer leur action criminelle soient inhibées.</p>
<p> </p>
<p><em>Les tanguanans Types & Caractéristiques</em></p>
<p>Quant aux tanguanans, c’est l’ensemble des gris-gris qui ont pour rôle de conférer l’invulnérabilité à son usager face à tout ce qui peut être utilisé contre lui, dans le dessein de l’atteindre physiquement, mystiquement ou psychologiquement. Ces tanguanans sont multiples et multiformes : ils sont en chemisette tout comme un gilet pare-balles à la différence que ces chemisettes traditionnelles et mystiques, ne contiennent pas de métaux ou des packs balistiques comme c’est le cas pour les gilets pare-balles. Cependant, ces chemisettes appelées ¨drékidéni¨ (chemisette en malinké) par ses usagers, arriveraient à jouer les mêmes fonctions, voire plus que les gilets modernes sertis de lourds métaux qui ne protègent que le thorax, l’abdomen et le dos. Pourtant, aux dires de nos enquêtés, cette chemisette mystique que nous avons eu l’opportunité de voir par l’entremise d’un mystique, protègerait tout le corps des balles et autres métaux, au-delà même du thorax, de l’abdomen et du dos comme c’est le cas avec les gilets pare-balles.</p>
<p>En outre, parmi les tanguanans, il en a qu’on porte à la taille ; ceux-ci sont appelés « ceinture de sécurité » par les jeunes microbes ou encore « tafo » pour les ¨ceintures¨ qui sont faites avec des fils de tisserands qui servent à confectionner des étoffes. Ces fils sont utilisés en formant des nœuds, généralement en nombre impair (9, 11…). Parfois, ces ¨ceintures¨ contiennent des écritures sur feuille que les usagers de gris-gris appellent « sèbèdéin », qui désigne un gris-gris fait en écriture arabe. Ces gris-gris portés autour de la taille ou à la hanche sont appelés : « ceinture de sécurité » tout simplement, parce qu’ils sont au même endroit qu’une ceinture ordinaire et le mot « sécurité » car ils sont censés protéger celui qui les porte. Des tanguanans se présentent également en forme de bagues en fer, en bronze ou en argent blanc.</p>
<p>Parfois, ces tanguanans sont recouverts de cuir que l’usager ou l’utilisateur porte au poignet comme un bracelet, au cou comme un collier ou même autour du bras. On voit également certains en chapeau traditionnel avec des amulettes ou non.</p>
<p>Après investigation, on remarque que, dans le cadre de notre étude, c’est-à-dire l’usage des gris-gris par les jeunes microbes dans les activités criminelles du gang des « microbes », les taguanans les plus usités sont ceux contre les atteintes physiques (armes à feu, armes blanches…), au détriment de ceux utilisés contre les atteintes mystiques et autres genres. Cet état de fait se comprend aisément quand on sait que les activités criminelles des gangs de rue dits microbes sont essentiellement physiques et donc, s’ils s’attendent à des représailles, ce sont d’abord des représailles d’ordre physique comme réponse à leurs agissements criminels.</p>
<p>Contrairement aux sirikouns, les tanguanans rentrent en scène lors du passage à l’acte et protégeraient les sujets contre toute vulnérabilité aux armes en renforçant leurs degrés de confiance en soi et leurs engagements sur le terrain. A.S., quinze ans, déscolarisé et enfant microbe détenu au COM au moment de notre enquête, nous dit : « J’ai un tanguanan, c’est une corde que j’attache aux reins. J’ai reçu ça de mon grand-père qui était dozo. Je suis rentré en prison avec cette corde aux reins. Quand le Gormon<a href="#sdfootnote5sym" name="sdfootnote5anc">5</a> qui nous fouillait avant qu’on nous enferme a vu, il m’a demandé, ça c’est quoi ça ? j’ai tapé son<a href="#sdfootnote6sym" name="sdfootnote6anc">6</a> pour lui dire que c’était contre une maladie que j’ai depuis petit et qu’on ne devait pas enlever. J’étais serein quand je coumansais<a href="#sdfootnote7sym" name="sdfootnote7anc">7</a>. Il m’a regardé, et il a fini par laisser. Un jour, y avait froufrou<a href="#sdfootnote8sym" name="sdfootnote8anc">8</a> entre notre gbonhi et un autre gbonhi au quartier. Un élément de l’autre gbonhi est sorti derrière moi avec manhan et l’un de mes gars a crié mon nom, quand j’ai regardé derrière moi, le manhan du morgor de l’autre camp descendait sur moi, c’est bizarre hein mais c’est quitté dans sa main pour tomber sans me toucher. J’ai pris sa machette plus pour moi, et j’ai commencé à le poursuivre. Mes gars m’ont dit de taper l’œil<a href="#sdfootnote9sym" name="sdfootnote9anc">9</a>, je me suis retourné pour venir avec les deux manhans. » L’enquêté nous parlait avec beaucoup d’enthousiasme. Il avait l’air d’avoir une grande confiance en ce gris-gris dont l’efficacité lui aurait été maintes fois prouvé dans des circonstances dangereuses.</p>
<p>Après avoir vu les sirikouns, les tanguanans, leurs caractéristiques et types, il convient de préciser selon les dires des acteurs concernés qu’il existe des gris-gris qui jouent à la fois le rôle de sirikoun et de tanguanan, c’est-à-dire qu’ils ont la capacité de dompter, de soumettre la victime à la volonté du gangster mais également, de le protéger contre les armes à feux et les armes blanches. C’est le cas par exemple d’un cure-dent dont nous parlait l’un des faiseurs de gris-gris que nous avons rencontrés pendant nos enquêtes sur terrain. Il nous confia qu’il détenait un cure-dent : une fois qu’on utilisait ce cure-dent le matin pour se brosser, tout ce que vous demanderez aux gens, ils vous le donneront à moins qu’ils ne possèdent pas ce que vous leur demandez ; en plus de cela, il nous dit que ledit cure-dent avait aussi les vertus d’un « anti-balles ». Il est donc à la fois sirikoun et tanguanan. Beaucoup de gris-gris d’ailleurs joueraient les deux rôles à la fois.</p>
<p>Aussi, bien que les matières utilisées en termes de gris-gris usités par les jeunes microbes soient solides, il existe des gris-gris qu’on ne voit pas sur eux et qui sont des solutions liquides avec lesquelles ils se seraient lavés ou frottés.</p>
<p>C’est le cas par exemple de Rougeo, seize ans, qui nous dit qu’il n’aime pas porter les gris-gris car selon lui, une fois qu’on vous attrape, on peut vous les enlever et vous tuer. Il a opté donc pour les « fladagua » qui sont les canaris comportant des feuilles, des racines et/ou des écorces d’arbres accompagnés parfois de petits éléments additifs selon l’objet poursuivi. Pour Rougeo, quand vous vous lavez avec un gris-gris, il reste en vous et personne ne le voit pour vous le retirer afin de vous rentre vulnérable. On constate juste que vous êtes invulnérable et sans comprendre pourquoi ; ça vous évite d’être exposé. A l’instar des « fladaguas » comme gris-gris en matière liquide, certains d’entre eux utilisent les « nassiji » qui sont des solutions liquides obtenus et écrivant avec de l’encre et un calame, des formules secrètes soit en arabe soit en d’autres écritures codées, sur une ardoise en bois appelée : « walaha » par les marabouts et tous ceux qui sont dans ce domaine ; on lavait cette écriture du « walaha » avec de l’eau, pour avoir le liquide sacré qui devait faire « l’affaire » de son utilisateur. Si l’avantage de ces gris-gris est qu’ils sont subtils dans leurs usages, cependant la majorité des jeunes microbes qui utilisent les gris-gris, préfèrent les gris-gris que l’on porte car selon eux : « si tu te laves avec un gris-gris « anti-fer » pour ne pas que les balles « djô » dans ton corps, et si on doit t’opérer et on n’arrive pas, tu fais comment ? parce-que c’est fer on prend pour opérer aussi. ». Voici donc la raison cardinale qui explique le faible usage des gris-gris avec lesquels l’on se lave par rapport aux gris-gris qu’on porte.</p>
<p> </p>
<p><strong>Résultat 3 : recours aux gris-gris et croyance en leur efficacité </strong></p>
<p>L’on a demandé à Noiro, dix-huit ans, s’il savait quelque chose des gris-gris. Il a répondu par l’affirmatif et nous a confié ce qui suit : « moi mon gbogoro<a href="#sdfootnote10sym" name="sdfootnote10anc">10</a> là, ça rate jahin<a href="#sdfootnote11sym" name="sdfootnote11anc">11</a>. Avec ça, je peux attacher tout le monde et faire ce que je veux. Je bloque même l’eau de robinet avec ça et puis ça coule pas. Le jour on m’a donné ça là, c’est sur l’eau de robinet j’ai essayé. Ça s’est arrêté en même temps que j’ai gbra<a href="#sdfootnote12sym" name="sdfootnote12anc">12</a>. Quand on doit aller opérer là, je ferme ça avec le nom de la foule et ça fait que les clients<a href="#sdfootnote13sym" name="sdfootnote13anc">13</a> ne gnan pas quand on leur dit de donner. Quand c’est koan<a href="#sdfootnote14sym" name="sdfootnote14anc">14</a> là, on fait pas trop de crimes et on gagne temps vite ». Ainsi, ce jeune « microbe » nous disait à travers ce verbatim qu’il avait le pouvoir par le biais d’un cadenas mystique, de dompter leurs victimes avant même la descente du groupe sur le théâtre de l’activité criminelle. Dans ce cas de figure, le groupe n’a pas trop d’efforts à faire en menaçant à la machette leurs victimes pour qu’elles se soumettent ou en leurs assenant des coups de machettes ou de gourdins pour avoir leurs biens.</p>
<p>Quant à Kèlè, treize ans, il utilise comme sirikoun, une corne mystique de bouc noir. Selon lui : « La corne que moi j’ai là, c’est un vrai trizeur<a href="#sdfootnote15sym" name="sdfootnote15anc">15</a> champion. Quand je finis de manger, avant de laver ma main, je vais à côté pour essuyer ma main sur ça. C’est ça seulement ça demande. Et puis quand je parle dessus avant de partir sur terrain et que tout marche là, je viens tuer un coq rouge dessus si je veux. C’est pas obligé hein mais ça donne plus de pissance<a href="#sdfootnote16sym" name="sdfootnote16anc">16</a>. J’ai parlé dessus un jour avant d’aller faire mouvement en gbonhi vers Yopougon-selmer, ce jour-là, si c’était pas mon gris-gris là, on allait nous attraper. Dès qu’on a fini de gbabougou<a href="#sdfootnote17sym" name="sdfootnote17anc">17</a> pour rentrer dans le quartier pour pan<a href="#sdfootnote18sym" name="sdfootnote18anc">18</a>, CCDO est venu avec beaucoup de cargos. Nous même on était caché mais on les voyait depuis notre position. Quand on est quitté dans ça là, j’ai tué poulet chap-chap<a href="#sdfootnote19sym" name="sdfootnote19anc">19</a> sur mon sirikoun. En tout cas, quand je tape, ça me répond toujours. »</p>
<p>Par ailleurs, l’étude réalisée sur le recours que font les jeunes « microbes » des gris-gris dans le succès de leurs activités criminelles, montre la grande utilisation de ceux-ci par ces jeunes. En voici l’illustration à travers le tableau ci-après :</p>
<p> </p>
<p><strong>Tableau 1 :</strong> Réponses des jeunes « microbes » sur leurs recours aux gris-gris</p>
<table>
<colgroup>
<col />
<col />
<col />
</colgroup>
<thead>
<tr>
<td>
<p>Recours</p>
<p>aux gris-gris</p>
</td>
<td>
<p>Effectifs</p>
</td>
<td>
<p>Fréquences (%)</p>
</td>
</tr>
</thead>
<tbody>
<tr>
<td>
<p>Oui</p>
</td>
<td>
<p>52</p>
</td>
<td>
<p>74,3%</p>
</td>
</tr>
<tr>
<td>
<p>Non</p>
</td>
<td>
<p>18</p>
</td>
<td>
<p>25,7%</p>
</td>
</tr>
<tr>
<td>
<p>TOTAL</p>
</td>
<td>
<p>70</p>
</td>
<td>
<p>100%</p>
</td>
</tr>
</tbody>
</table>
<p>Source : Les résultats de nos enquêtes (2021)</p>
<p><strong>Analyse du tableau 1</strong></p>
<p>Notre tableau nous permet de constater que, sur les soixante-dix jeunes « microbes » interrogés, seulement dix-huit n’ont pas recours aux gris-gris soit 25,7 %, tandis que cinquante-deux ont recours aux gris-gris soit 74,3 %.</p>
<p><strong>Commentaire du tableau 1</strong></p>
<p>Le constat d’un grand recours aux gris-gris au sein du gang des « microbes » nous permet d’affirmer sans le risque de nous tromper que ces gris-gris occupent une place importante dans l’activité criminelle de ceux-ci.</p>
<p>C’est le cas par exemple de Calao, treize ans : « Je ne suis jahin allé sur terrain sans mes gris-gris. C’est pas question tu dois me poser même monsieur. Pour quoi toi tu es venu ici avec Bic ? C’est pour écrire non ? Donc sans ça, comment tu peux écrire ce que je dis ? nous on a pas pistolet ni fusil, on a seulement nos machettes et nos couteaux. Si un policier sort avec son pistolet ou son fusil pendant qu’on « gbabougou », on fait comment ? si tu n’as pas de gris-gris dans le gang, tu es un homme mort parce qu’à tout moment tu peux recevoir une balle pendant un « montement ». » on comprend par-là que c’est inimaginable pour certains d’exister dans le gang sans avoir des gris-gris. C’est même un outil de « travail » indispensable pour certains à l’instar de Calao.</p>
<p>Cependant, il convient de mentionner quelques rares membres de ce groupe qui ont une autre opinion de l’usage ou du recours à ces gris-gris.</p>
<p>Lama, quinze ans, dit : « Je ne porte rien. Je n’ai jamais porté de gris-gris, mon gris-gris c’est la dose<a href="#sdfootnote20sym" name="sdfootnote20anc">20</a>. Quand je prends ça, je fais des merveilles et je fais l’incroyable. » Si chez Lama la drogue remplace les gris-gris, A.S. douze ans, lui ne croit pas tout simplement à ces gris-gris qui conféreraient des pouvoirs surnaturels.</p>
<p>A.S. :« Je ne crois pas à ces gris-gris. Les féticheurs, charlatans et autres faiseurs de gris-gris sont des menteurs et des escrocs. Si tu comptes sur leurs gris-gris, ils vont te tuer cadeau quelque part un jour. » Lui ne croit pas du tout aux gris-gris et fustige même ceux qui fabrique ces gris-gris.</p>
<p> </p>
<h2>IV. Discussion et conclusion</h2>
<p>Les pouvoirs surnaturels que procurent les gris-gris font que les gangs de rue dits microbes y ont recours pour le succès de leurs activités criminelles comme démontré par les résultats de nos enquêtes. Ces résultats ont des similitudes avec ceux issus d’autres études antérieures à la nôtre ; celles des culturalistes par exemple qui sont de l’ordre de : Boas (1858-1942), Benedict (1887-1948), Linton (1893-1953), Kardiner (1891-1981) et Mead (1901-1978), qui soutiennent l’idée de l’influence et de l’apport significatif de la culture et de la tradition dans le comportement social de tout sujet. Le recours au gris-gris et la foi qu’ont ces enfants à ces objets particuliers, seraient donc fonction de réalités culturelles individuellement ou collectivement vécus par ces enfants usagers d’objets à pouvoirs surnaturels communément appelés : gris-gris, amulettes ou encore talismans. La similitude donc entre cette approche culturaliste et les résultats recueillis au niveau de l’étude, se situe au niveau des aspect culturel et traditionnel pris en compte dans l’explication du phénomène social. Cependant, cette approche culturaliste n’évoque pas forcément l’usage ou le recours des objets traditionnels ou culturels à pouvoirs surnaturels ou occultes. Elle évoque plus l’influence idéologique et psychologique de cette culture sur le développement de la personnalité, et la psychopathologie qui peut en découler ; sans forcément parler des outils physiques à pouvoirs métaphysiques dont regorge chaque culture et tradition. Le livre de Bazaré (2021, p. 129) fruit d’une étude empirique sur la question de la sorcellerie, parle de « charge » ou d’« ondes » en lieu et place de pouvoirs surnaturels. Ses résultats dans la droite ligne de ceux de notre hypothèse 1, stipulent que les fétiches appelés dans le cadre de notre étude sur les gris-gris, sont des objets dans lesquels ont été téléportées des ondes d’animaux comme le crapaud, le lézard… pour avoir des résultats positifs ou négatifs sur un corps. Le professeur Diabaté inventeur de la science indicamétrique qui étudie de façon générale les questions qui ont trait à l’occultisme et à la métaphysique, lors de nos échanges, nous confia que tous les objets animés ou inanimés regorgent de puissance, de pouvoir, qu’il a désignés sous le vocable de « dose énergétique ». C’est cette dose énergétique qui donne les manifestations physiques que l’on pourrait observer. Les résultats de quarante ans de recherche du professeur corroborent l’hypothèse des pouvoirs surnaturels que procurent les gris-gris aux enfants dits microbes, usagers de ces objets mystiques.</p>
<p>Par ailleurs, nous avons une étude menée par Gaulithy (2015) sur l’importance de la drogue dans la délinquance des gangs d’adolescents dits microbes qui comme les pouvoirs que procurent les gris-gris aux « microbes », démontre l’existence également d’un pouvoir lié à l’usage d’un objet qui n’est pas mystique, mais confère également des pouvoirs qui inhibent la peur chez ces enfants en conflit avec la loi et les rendent plus courageux : c’est la drogue. Par cette étude, l’auteur démontre la capacité d’un objet, d’une substance à transformer des enfants en de véritables monstres. Aussi, Cloward et Ohlin (1960) parlant des gangs conflictuels, trouvaient que ceux-ci se constituent dans les quartiers pauvres et instables mais surtout, ils évoquaient la consommation de l’alcool et de la drogue comme les moyens entre autres par lesquels passaient les gangs pour atteindre un certain statut.</p>
<p>Le professeur Diabaté inventeur de la science indicamétrique qui étudie de façon générale les questions qui ont trait à l’occultisme et à la métaphysique nous confia, lors de nos échanges, que tous les objets animés ou inanimés regorgent de puissance, de pouvoir, qu’il a désigné sous le vocable de « dose énergétique ». C’est cette dose énergétique qui donne les manifestations physiques que l’on pourrait observer. Les résultats de quarante ans de recherche du professeur corroborent l’hypothèse des pouvoirs surnaturels que procurent les gris-gris aux enfants dits microbes, usagers de ces objets mystiques.</p>
<p>Le présent article sur les gris-gris, les « microbes » et la délinquance, nous a permis de mettre en exergue l’usage des gris-gris par les enfants dits microbes à des fins criminelles à Abidjan ; car ceux-ci leur permettaient d’être en confiance du fait d’avoir à l’idée qu’ils sont « intouchables » ; mais aussi d’acquérir des pouvoirs d’invulnérabilité pour mieux mener leurs passages à l’acte.</p>
<p> </p>
<h2>Bibliographie</h2>
<p> </p>
<p>Arborio, A.-M. & al. (2015). L'observation directe. Armand Colin.</p>
<p>Akindès, F. (2018). « Understanding Côte d'Ivoire's "Microbes": the potilical economy of a young gang », in J. Erin Salahub, M., Gottsbacher et J. de Boer (dir). Social Theories of urban violence in the global south: towards safe and inclusive cities, p. 161-181.</p>
<p>Bah, M., & Niamké, J. (2016). « Socialisation à la violence en Côte d'Ivoire: des enfants soldats aux "microbes" dans le district d'Abidjan ». Laboratoire d'Etudes et de recherches Interdisciplinaires en Sciences Sociales(4), p. 23-26.</p>
<p>Bazaré, N. R. (2021). La sorcellerie face à l'Etat. Paris : L'Harmattan.</p>
<p>Campenhoudt, L. V & Quivy, R. : (2011). Manuel de recherche en science sociale (éd. 4ème). Paris : Dunod.</p>
<p>Cloward & Ohlin (1960). Delinquency and Opportunity. Glencoe, IL: Free Press.</p>
<p>Crizoa, H. (2019). Délinquance juvénile à Abidjan aujourd'hui: une analyse causale du phénomène des "microbes", Sciences & actions sociales. 2(12), p. 161-172.</p>
<p>Douniama, P. W. (2019, Janvier 02). Agence d'Information d'Afrique Centrale. Récupéré le 07-04-2020 à 15h10mn sur</p>
<p>https://www.adiac-congo.com/content/dossier-fin-danneephenomene-bebes-noirs-une-nouvelle-forme-de-criminalite-grandissante-93525</p>
<p>Gaulithy, K. G. (2015). « Les gangs de "Microbes" à Abidjan ». Revue internationale de criminologie et de police technique et scientifique, 68(4), p. 406-422.</p>
<p>Grawitz, M. (2004). Lexique des sciences sociales. Paris: Dalloz Campus.</p>
<p>Hamel, S. F.-F. (1998). Jeunesse et gangs de rue-Phase II : résultats de la recherche-terrain et proposition d'un plan statégique quinquennal. Rapport soumis au Service de police de la Communauté urbaine de Montréal. Montréal, QC: Institut de recherche en dévéloppement social pour les jeunes.</p>
<p>Latour, E. de (2001). « Du ghetto au voyage clandestin: la métaphore héroïque ». Autrepart, 19, p. 155-176.</p>
<p>Mujinya, B. B. (2015). Le phénomène "kuluna" ou la violence des jeunes: un défi pour la gouvernance sécuritaire de la ville de kinshasa. Dakar : codesria.</p>
<p>N'da, P. (2015). Recherche et méthodologie en sciences sociales et humaines, Reussir sa thèse, son memoire de master ou professionnel, et son article. Paris : L'Harmattan.</p>
<p>Pierre, J. (2008). Intervenir auprès des jeunes à risque d'adhérer à un gang de rue. Ministère de la Sécurité publique du Québec, Société de criminologie du Québec pour la Direction de la prévention et du soutien (DPS). Québec : un guide à l'intervention des intervenants communautaires.</p>
<p>Rodrigue, K. (2014). Overblog. Récupéré sur http://cybelewinnie.over-blog.com/2014/10/kone-rodrigue-sociologue-a-propos-des-microbes.html</p>
<p>Shaw & Mackay : (1931). Social factors en juvenile delinquency. Washington, DC: Government Press</p>
<p>Thibaut. (2007). « Les bandes de jeunes ». La Découverte « recherches », p. 331-149.</p>
<p>Trasher, F. M. (1927). The gang, a study of 1,313 gangs in Chicago. Chicago, IL: The University of Chicago Press.</p>
<p>Zady, C., Sadia, M., & Agbadou, J. (2019). « Le phénomène des adolescents délinquants dits « microbes » en Côte d'Ivoire: responsabilité de la famille ». Rivista di Criminologia, Vittimologia e Sicurezza, 13(3), p. 66-77.</p>
<div id="sdfootnote1">
<p><a href="#sdfootnote1anc" name="sdfootnote1sym">1</a> Une autre appellation des gris-gris en langage de la rue.</p>
</div>
<div id="sdfootnote2">
<p><a href="#sdfootnote2anc" name="sdfootnote2sym">2</a> Un vieillard en langage de la rue.</p>
</div>
<div id="sdfootnote3">
<p><a href="#sdfootnote3anc" name="sdfootnote3sym">3</a> Un ami du gang en langage de la rue.</p>
</div>
<div id="sdfootnote4">
<p><a href="#sdfootnote4anc" name="sdfootnote4sym">4</a> Gris-gris.</p>
</div>
<div id="sdfootnote5">
<p><a href="#sdfootnote5anc" name="sdfootnote5sym">5</a> Agent de sécurité en langage de rue.</p>
</div>
<div id="sdfootnote6">
<p><a href="#sdfootnote6anc" name="sdfootnote6sym">6</a> Faire croire quelque chose à quelqu’un en langage de rue.</p>
</div>
<div id="sdfootnote7">
<p><a href="#sdfootnote7anc" name="sdfootnote7sym">7</a> Parler en langage de rue.</p>
</div>
<div id="sdfootnote8">
<p><a href="#sdfootnote8anc" name="sdfootnote8sym">8</a> Bagarre en langage de rue ou nouchi.</p>
</div>
<div id="sdfootnote9">
<p><a href="#sdfootnote9anc" name="sdfootnote9sym">9</a> De laisser : nouchi ou langage de rue.</p>
</div>
<div id="sdfootnote10">
<p><a href="#sdfootnote10anc" name="sdfootnote10sym">10</a> Cadenas en malinké.</p>
</div>
<div id="sdfootnote11">
<p><a href="#sdfootnote11anc" name="sdfootnote11sym">11</a> Jamais.</p>
</div>
<div id="sdfootnote12">
<p><a href="#sdfootnote12anc" name="sdfootnote12sym">12</a> Fermé en langue de rue.</p>
</div>
<div id="sdfootnote13">
<p><a href="#sdfootnote13anc" name="sdfootnote13sym">13</a> Leurs victimes qu’ils considèrent comme des clients.</p>
</div>
<div id="sdfootnote14">
<p><a href="#sdfootnote14anc" name="sdfootnote14sym">14</a> Déformation de : ¨comme ça¨ en langage de rue.</p>
</div>
<div id="sdfootnote15">
<p><a href="#sdfootnote15anc" name="sdfootnote15sym">15</a> Dompteur en langage de rue.</p>
</div>
<div id="sdfootnote16">
<p><a href="#sdfootnote16anc" name="sdfootnote16sym">16</a> Puissance.</p>
</div>
<div id="sdfootnote17">
<p><a href="#sdfootnote17anc" name="sdfootnote17sym">17</a> Opérer en langage de rue.</p>
</div>
<div id="sdfootnote18">
<p><a href="#sdfootnote18anc" name="sdfootnote18sym">18</a> Fuir en langage de rue.</p>
</div>
<div id="sdfootnote19">
<p><a href="#sdfootnote19anc" name="sdfootnote19sym">19</a> Rapidement en langage de rue.</p>
</div>
<div id="sdfootnote20">
<p><a href="#sdfootnote20anc" name="sdfootnote20sym">20</a> La drogue et toutes les substances susceptibles d’inhiber la conscience.</p>
</div>