<h2>I. Introduction</h2> <p>La d&eacute;linquance, sous ses formes diverses, est une pr&eacute;occupation universelle. Depuis les pouvoirs publics, les m&eacute;dias, les chercheurs, en passant par les populations locales, les formes de d&eacute;linquance occupent le devant de la sc&egrave;ne, aliment&eacute;es par des images de violences (Echeverria, 2010). Cette criminalit&eacute; qui se manifeste par des agressions mortelles ou non, contribue &agrave; accro&icirc;tre le nombre de d&eacute;c&egrave;s pr&eacute;matur&eacute;s, le nombre de traumatismes et, par cons&eacute;quent, le niveau d&rsquo;ins&eacute;curit&eacute; dans la plupart des grandes villes des pays en d&eacute;veloppement (Marguerat, 1999&nbsp;; Gimenez &amp; Blatier, 2007&nbsp;; Crizoa, 2019).</p> <p>S&rsquo;il ne fait aucun doute que le d&eacute;bat sur la d&eacute;linquance attire l&rsquo;attention d&rsquo;un nombre croissant d&rsquo;observateurs, force est cependant de noter que les auteurs semblent plus s&rsquo;int&eacute;resser aux actes d&eacute;lictueux teint&eacute;s de violence, au d&eacute;triment des formes de d&eacute;linquance non-violentes, dont la d&eacute;linquance financi&egrave;re. Selon Lynch, Gurrin et Fenwick (2004), entre 1993 et 1997, dans huit revues criminologiques de r&eacute;f&eacute;rence, il n&#39;y a en moyenne que 3,6&nbsp;% des articles qui sont consacr&eacute;s &agrave; la criminalit&eacute; &eacute;conomique au sens large du terme. Dans la seule Revue canadienne de criminologie, cette proportion est de 1,1 %. Alors, m&ecirc;me s&#39;il n&#39;est pas rare que la presse traite de cas de crimes financiers, les travaux sur cette cat&eacute;gorie de d&eacute;linquance sont peu nombreux, et les rares donn&eacute;es disponibles d&eacute;passent &agrave; peine les analyses juridiques ou criminalistiques. Pourtant, la d&eacute;linquance financi&egrave;re, quoique moins perceptibles, affectent autant la soci&eacute;t&eacute; que l&rsquo;ensemble des actes d&eacute;lictueux qui, quotidiennement, troublent l&rsquo;ordre public. Queloz (2002) soutient que ce ph&eacute;nom&egrave;ne criminel porte atteinte &agrave; la cr&eacute;dibilit&eacute; et &agrave; la s&eacute;curit&eacute; de certains secteurs d&rsquo;activit&eacute;s &eacute;conomiques, voire de l&rsquo;ordre &eacute;conomique et financier dans son ensemble. Elle provoque des dommages consid&eacute;rables, non seulement sur un plan strictement patrimonial, mais &eacute;galement &agrave; divers niveaux &eacute;conomiques et sociaux (Fortin, 2002). En France, par exemple, la d&eacute;linquance financi&egrave;re a g&eacute;n&eacute;r&eacute; en 2012, un co&ucirc;t direct et indirect de vingt milliards d&rsquo;euros, incluant les pr&eacute;judices financiers et moraux des victimes, mais &eacute;galement le co&ucirc;t support&eacute; par la collectivit&eacute;, en termes de d&eacute;penses publiques et priv&eacute;es de s&eacute;curit&eacute; (Bichot, 2012). Selon le Conseil national de l&rsquo;information statistique fran&ccedil;ais (CNSI, 2017), le travail au &quot;noir&quot; a des effets n&eacute;fastes sur les finances publiques, sur la garantie d&rsquo;une concurrence loyale entre les acteurs &eacute;conomiques et sur la coh&eacute;sion sociale. Cette situation est inqui&eacute;tante, car, en faussant la concurrence et en pesant sur les recettes de l&rsquo;&Eacute;tat, la d&eacute;linquance financi&egrave;re constitue une menace pour les march&eacute;s financiers, et un frein pour le d&eacute;veloppement &eacute;conomique (Bazzy, 2020). Ces travaux tendent &agrave; apporter la preuve que la d&eacute;linquance financi&egrave;re affecte la soci&eacute;t&eacute; au m&ecirc;me titre que la d&eacute;linquance teint&eacute;e de violence, et d&rsquo;apparente victime directe. Les agressions physiques ou verbales ne constituent donc pas les principaux ph&eacute;nom&egrave;nes de d&eacute;linquance. Opadou (2009) invite d&rsquo;ailleurs, &agrave; un d&eacute;passement des formes classiques de d&eacute;linquance urbaine (vols, agressions&hellip;). L&rsquo;auteur propose une strat&eacute;gie de pr&eacute;vention situationnelle &laquo; int&eacute;gr&eacute;e &raquo; qui prend en compte, toutes les formes d&rsquo;incivilit&eacute;s (vandalisme, trafic et consommation de drogues, graffitis, mendicit&eacute; agressive, etc.). &Agrave; sa suite, et dans le cadre de cette &eacute;tude, nous proposons un d&eacute;passement du cadre traditionnel et &eacute;motionnel de la d&eacute;linquance, en l&rsquo;&eacute;tendant aux actes de d&eacute;linquance financi&egrave;re, notamment des pratiques usuraires.</p> <p>D&eacute;finie comme l&rsquo;ensemble des activit&eacute;s de distribution et de service impliquant des &eacute;changes marchands r&eacute;alis&eacute;s en violation de la loi, la d&eacute;linquance financi&egrave;re est une pr&eacute;occupation universelle qui touche autant les pays les plus d&eacute;velopp&eacute;s, les moins d&eacute;velopp&eacute;s, que les plus pauvres. Bien que sa nature, son degr&eacute; et son &eacute;tendue diff&egrave;rent d&rsquo;un pays &agrave; l&rsquo;autre, cette forme de criminalit&eacute; n&#39;est pas nouvelle et la combattre n&#39;est pas une chose facile, car les crimes financiers se r&eacute;alisent par des moyens et des m&eacute;thodes d&#39;action qui ne font appel ni &agrave; la force physique, ni &agrave; la violence, mais plut&ocirc;t &agrave; des proc&eacute;d&eacute;s astucieux ou frauduleux, et m&ecirc;me &agrave; des abus de pouvoir ou d&#39;achat de voix (Magagi, 2008). Traiter des pratiques usuraires, c&#39;est alors consentir &agrave; porter l&rsquo;attention, sur une autre cat&eacute;gorie de d&eacute;linquants que celle qui suscite, dans la soci&eacute;t&eacute;, toute la gamme des sentiments de r&eacute;probation. C&#39;est se pr&eacute;occuper d&#39;autres d&eacute;linquants que ceux qui inspirent aux criminologues cliniciens ou autres professionnels de l&#39;intervention, leurs d&eacute;sirs d&#39;aider, de soigner, de socialiser, de r&eacute;int&eacute;grer, bref de traiter.</p> <p>En parcourant la litt&eacute;rature, on se rend compte que les pratiques usuraires sont &agrave; l&rsquo;origine de nombreux drames humains et sociaux (Lapidus, 1992&nbsp;; Droy, 1993 ; Ege, 1996 ; Goetzmann &amp; Rouwenhorst, 2005 ; Houriez, 2011). Si les prescriptions &agrave; leur sujet ont vari&eacute; au cours de l&rsquo;histoire, ces actes de d&eacute;linquance financi&egrave;re font toujours partie de la vie &eacute;conomique des peuples, avec leurs lots de cons&eacute;quences n&eacute;fastes sur la soci&eacute;t&eacute; et la s&eacute;curit&eacute; int&eacute;rieure des &Eacute;tats.</p> <p>En C&ocirc;te d&rsquo;Ivoire, notamment &agrave; Abidjan sa capitale &eacute;conomique, l&rsquo;opinion publique et la presse rel&egrave;vent des anxi&eacute;t&eacute;s relatives aux pratiques douteuses des usuriers, dont des pr&ecirc;ts &agrave; des taux d&rsquo;int&eacute;r&ecirc;ts usuraires<a href="#sdfootnote1sym" name="sdfootnote1anc">1</a>, de l&rsquo;ordre de 100 &agrave; 400 %, une d&eacute;claration insuffisante des modalit&eacute;s contractuelles, des modes de recouvrement injustes et un surendettement des contractants, dont de nombreux fonctionnaires (N&rsquo;guessan, 2015). Selon la paierie g&eacute;n&eacute;rale du tr&eacute;sor (PGT, 2018), de 2012 &agrave; 2018, environ 4&nbsp;143 fonctionnaires font objet de pr&eacute;compte au profit des maisons de vente &agrave; temp&eacute;rament et croupissent sous le poids des dettes contract&eacute;es (ce chiffre pourrait avoir augment&eacute; &agrave; ce jour). S&rsquo;il est ainsi ind&eacute;niable que les pratiques usuraires causent assez de torts aux victimes directes, les effets de ce ph&eacute;nom&egrave;ne criminel sur les finances publiques restent toutefois m&eacute;connus et ne semblent pas encore avoir fait l&rsquo;objet d&rsquo;un int&eacute;r&ecirc;t singulier au niveau des sciences sociales.</p> <p>Ce travail qui s&rsquo;inscrit dans la probl&eacute;matique de la d&eacute;linquance financi&egrave;re, vise &agrave; d&eacute;crire les impacts &eacute;conomiques des pratiques usuraires en C&ocirc;te d&rsquo;Ivoire.</p> <p>La d&eacute;linquance financi&egrave;re est, par nature, un ph&eacute;nom&egrave;ne difficile &agrave; mesurer. Il n&rsquo;est donc pas &eacute;tonnant de constater que les estimations des impacts &eacute;conomiques des activit&eacute;s ill&eacute;gales varient selon la m&eacute;thode retenue. Cependant, ces deux derni&egrave;res d&eacute;cennies, des progr&egrave;s ont &eacute;t&eacute; r&eacute;alis&eacute;s et plusieurs m&eacute;thodes ont &eacute;t&eacute; propos&eacute;es. Le r&eacute;f&eacute;rentiel th&eacute;orique retenu dans cette &eacute;tude se rapporte ainsi, &agrave; l&rsquo;approche mon&eacute;taire de Tanzi, qui &eacute;value les cons&eacute;quences &eacute;conomiques du crime, &agrave; partir des traces laiss&eacute;es dans l&#39;&eacute;conomie par les activit&eacute;s cach&eacute;es (Tarik, 2013). Cette approche suppose que les transactions g&eacute;n&eacute;r&eacute;es par le crime financier s&rsquo;effectuent g&eacute;n&eacute;ralement au comptant. L&#39;estimation de l&rsquo;impact &eacute;conomique du crime se fonde alors, sur l&rsquo;&eacute;cart entre les montants des revenus et d&eacute;penses qui ressortent des statistiques de comptabilit&eacute; nationale ou des donn&eacute;es individuelles.</p> <p>&nbsp;</p> <h2>II. M&eacute;thodologie</h2> <h3>A. Site et participants &agrave; l&rsquo;enqu&ecirc;te</h3> <p>L&rsquo;&eacute;tude s&rsquo;est d&eacute;roul&eacute;e au Plateau, le quartier des affaires de la ville d&rsquo;Abidjan, capitale &eacute;conomique de la C&ocirc;te d&rsquo;Ivoire, durant une p&eacute;riode de trois mois. Ce site a &eacute;t&eacute; retenu comme terrain d&rsquo;&eacute;tude, car il est le centre de l&#39;appareil politico-administratif et financier de ce pays. Il concentre alors, l&rsquo;essentiel des cat&eacute;gories sociales que nous souhaitons interroger.</p> <p>Les participants &agrave; l&rsquo;enqu&ecirc;te appartiennent &agrave; diff&eacute;rentes cat&eacute;gories sociales susceptibles d&rsquo;&eacute;clairer l&rsquo;objet. Il s&rsquo;agit des fonctionnaires victimes d&rsquo;usuriers (36), des fonctionnaires non-victimes d&rsquo;usuriers (36), d&rsquo;acteurs institutionnels charg&eacute;s de la paie des fonctionnaires et appartenant essentiellement &agrave; la paierie g&eacute;n&eacute;rale du tr&eacute;sor public (PGT) (7), et d&rsquo;usuriers (6). C&rsquo;est donc au total, quatre-vingt-cinq (85) personnes qui ont r&eacute;pondu &agrave; nos pr&eacute;occupations. Le choix de l&rsquo;&eacute;chantillon d&rsquo;enqu&ecirc;te s&rsquo;est fait sur la base du choix raisonn&eacute;.</p> <p>&nbsp;</p> <h3>B. Techniques et outils de recueil des donn&eacute;es</h3> <p>Les donn&eacute;es ont &eacute;t&eacute; recueillies par &eacute;tude documentaire et entretien semi-directif. L&rsquo;&eacute;tude documentaire a permis d&rsquo;avoir, &agrave; partir des statistiques de comptabilit&eacute; nationale, des informations sur les montants des pr&eacute;comptes destin&eacute;es aux usuriers, ainsi que leurs impacts &eacute;conomiques. Les guides d&#39;entretien ont quant &agrave; eux, invit&eacute; les enqu&ecirc;t&eacute;s &agrave; s&rsquo;exprimer &mdash;en fonction de leurs exp&eacute;riences&mdash; d&rsquo;une part, sur les questions op&eacute;rationnelles et statistiques li&eacute;es au traitement salarial des fonctionnaires en g&eacute;n&eacute;ral, et des fonctionnaires pr&eacute;compt&eacute;s pour fait d&rsquo;achat de marchandises &agrave; temp&eacute;rament, en particulier. Et d&rsquo;autre part, sur les cons&eacute;quences &eacute;conomiques des pratiques usuraires pour les victimes directes, les banques et l&rsquo;&Eacute;tat.</p> <p>&nbsp;</p> <h3>C. M&eacute;thodes d&rsquo;analyse et de traitement des donn&eacute;es</h3> <p>L&rsquo;&eacute;tude a eu recours aux m&eacute;thodes d&rsquo;analyses quantitative et qualitative. Au plan quantitatif, le logiciel Excel 2013 a permis, &agrave; partir du fichier des pr&eacute;comptes &mdash;pour motif d&rsquo;achat de marchandises &agrave; temp&eacute;rament&mdash; de la paierie g&eacute;n&eacute;rale du Tr&eacute;sor (PGT), de rendre compte de la distribution des observations, sous l&rsquo;angle de statistiques descriptives. Au plan qualitatif, l&rsquo;analyse de contenu a &eacute;t&eacute; mobilis&eacute;e sur les signifiants les plus fr&eacute;quemment &eacute;voqu&eacute;s par les enqu&ecirc;t&eacute;s. Ce sont essentiellement, les complicit&eacute;s publiques et priv&eacute;es des usuriers, les risques li&eacute;s &agrave; l&rsquo;utilisation de soci&eacute;t&eacute;s-&eacute;crans par les usuriers, l&rsquo;impact de l&rsquo;&eacute;volution des cr&eacute;ances bancaires des victimes d&rsquo;usuriers.</p> <p>&nbsp;</p> <h2>III. R&eacute;sultats</h2> <p>Les r&eacute;sultats de l&rsquo;&eacute;tude sont structur&eacute;s autour de l&rsquo;accroissement des flux financiers illicites, du manque &agrave; gagner fiscal, du risque d&rsquo;accroissement des cr&eacute;ances en souffrance, des distorsions &eacute;conomiques et de l&rsquo;aggravation de la petite corruption.</p> <p>&nbsp;</p> <h3>A. Accroissement des flux financiers illicites</h3> <p>Les r&eacute;sultats de l&rsquo;&eacute;tude montrent que les usuriers utilisent des soci&eacute;t&eacute;s de vente d&rsquo;appareils &eacute;lectrom&eacute;nagers afin de non seulement masquer leur activit&eacute; criminelle, mais &eacute;galement de frauder le fisc. Ces soci&eacute;t&eacute;s, g&eacute;n&eacute;ralement pr&eacute;sent&eacute;es comme des maisons de vente &agrave; cr&eacute;dit, sont en r&eacute;alit&eacute;, fictives&nbsp;: elles ne disposent ni d&rsquo;actifs, ni de l&rsquo;&eacute;quipement n&eacute;cessaire pour &ecirc;tre op&eacute;rationnelles. Il s&rsquo;agit de coquilles vides, autrement dit, d&rsquo;entreprises caract&eacute;ris&eacute;es par une absence d&rsquo;activit&eacute;s commerciales r&eacute;elles, de si&egrave;ge social r&eacute;el, de masse salariale, etc. Ce sont alors, des soci&eacute;t&eacute;s &eacute;crans qui permettent aux usuriers de produire des factures qui ne correspondent pas aux v&eacute;ritables transactions effectu&eacute;es entre leurs victimes et eux. L&#39;int&eacute;r&ecirc;t de ces fausses factures est de profiter du syst&egrave;me de d&eacute;duction des imp&ocirc;ts afin de cr&eacute;er un faux cr&eacute;dit de taxe &agrave; la valeur ajout&eacute;e (TVA) qui pourra &ecirc;tre liquid&eacute; soit en l&#39;imputant sur la TVA exigible, soit en demandant son remboursement &agrave; travers une cession de r&eacute;mun&eacute;ration.</p> <p>&nbsp;</p> <p><em>1. Volume important de capitaux illicites obtenu sous fond de cessions de r&eacute;mun&eacute;ration (millions FCFA)</em></p> <p>L&rsquo;enqu&ecirc;te r&eacute;v&egrave;le que le montant toutes taxes comprises (TTC) de l&#39;ensemble des transactions r&eacute;alis&eacute;es par les maisons de vente &agrave; cr&eacute;dit avec les fonctionnaires constitue un volume important de capitaux illicites revers&eacute;s sous fond de cessions de r&eacute;mun&eacute;ration.</p> <p>&nbsp;</p> <p>Graphique 1&nbsp;: &Eacute;volution des pr&eacute;comptes op&eacute;r&eacute;s sur le salaire des Fonctionnaires par les usuriers (Millions FCFA)</p> <p><img alt="" 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" /></p> <p>Source&nbsp;: Paierie G&eacute;n&eacute;rale du Tr&eacute;sor, 2019</p> <p>Les analyses statistiques montrent que les capitaux illicites obtenus par les &quot;margouillats&quot; &agrave; travers les pr&eacute;comptes op&eacute;r&eacute;s sur le salaire des fonctionnaires pour fait d&rsquo;achats de marchandises &agrave; cr&eacute;dit ont &eacute;t&eacute; multipli&eacute;s quasiment par 20 sur la p&eacute;riode 2012-2018, passant de 362,23 millions de F CFA en 2012 &agrave; 7 112,41 millions de F CFA en 2018. Cette croissance rapide a connu trois moments. On constate d&rsquo;abord une hausse des pr&eacute;comptes &agrave; partir de 2012 atteignant le montant de 4&nbsp;385,19 millions en 2014. Il s&rsquo;ensuit une baisse drastique du volume des pr&eacute;comptes entre 2014 et 2015. Enfin depuis 2015, l&rsquo;on constate une forte augmentation des retenues sur le salaire des fonctionnaires pour fait d&rsquo;achat de marchandises &agrave; cr&eacute;dit.</p> <p>Nous pouvons alors conclure que l&rsquo;&eacute;volution des capitaux des usuriers, sur fond de cessions de r&eacute;mun&eacute;ration pour fait d&rsquo;achat &agrave; cr&eacute;dit, est entretenue par une forte dynamique sur la p&eacute;riode 2012-2018 avec un coefficient de variation de 74&nbsp;%. Si cette tendance est maintenue, les fonds illicites obtenus par les usuriers &agrave; travers les pr&eacute;comptes op&eacute;r&eacute;s sur les salaires des fonctionnaires ivoiriens pourraient atteindre la somme de plus de douze milliards de FCFA en 2025.</p> <p>&nbsp;</p> <p><em>2. Pr&eacute;comptes pour fait d&rsquo;achat &agrave; cr&eacute;dit, vers&eacute;e &agrave; des entreprises op&eacute;rant dans l&rsquo;irr&eacute;gularit&eacute;</em></p> <p>Les investigations r&eacute;v&egrave;lent, qu&rsquo;&agrave; ce jour, sous r&eacute;serve d&rsquo;une r&eacute;quisition adress&eacute;e par la police &eacute;conomique au minist&egrave;re de l&rsquo;&Eacute;conomie et des Finances &agrave; l&rsquo;effet de lui fournir la liste des maisons de vente &agrave; cr&eacute;dit agr&eacute;&eacute;es, seules trois soci&eacute;t&eacute;s (Cotivoirienne d&rsquo;&eacute;quipements, SOCAP et KAMYCO) d&eacute;tiennent un agr&eacute;ment r&eacute;gulier sur un ensemble de soixante-treize maisons de vente &agrave; cr&eacute;dit. Les pr&eacute;l&egrave;vements effectu&eacute;s par les autres structures sont alors ill&eacute;gaux, puisque ces maisons de vente &agrave; cr&eacute;dit ne sont pas d&eacute;tentrices de codes r&eacute;guliers. Par voie de cons&eacute;quence, plus de 95&nbsp;% des unit&eacute;s productrices du secteur des &eacute;tablissements de vente &agrave; temp&eacute;rament en C&ocirc;te d&rsquo;Ivoire, &eacute;volue en situation irr&eacute;guli&egrave;re. L&rsquo;examen des donn&eacute;es r&eacute;v&egrave;le ainsi, qu&rsquo;une part toujours plus importante des retenues sur le salaire des fonctionnaires pour motif d&rsquo;achat &agrave; cr&eacute;dit est vers&eacute;e &agrave; des entreprises exer&ccedil;ant en toute irr&eacute;gularit&eacute;.</p> <p>L&rsquo;observation du graphique 2 (ci-dessous) montre que la part des pr&eacute;comptes destin&eacute;e aux soci&eacute;t&eacute;s &eacute;crans des &quot;margouillats&quot; augmente plus vite que celle destin&eacute;e aux &eacute;tablissements de vente &agrave; cr&eacute;dit en situation r&eacute;guli&egrave;re. Celle-ci est sup&eacute;rieure &agrave; 70&nbsp;% quelle que soit l&rsquo;ann&eacute;e, sur la p&eacute;riode d&rsquo;&eacute;tude. De son niveau maximum -97&nbsp;% en 2012- elle va conna&icirc;tre un ralentissement, passant &agrave; son plus bas niveau de 74&nbsp;% en 2016. On observe, depuis lors, une progression sensible de la part des pr&eacute;comptes destin&eacute;e aux soci&eacute;t&eacute;s &eacute;crans des &quot;margouillats&quot;. Cette part est pass&eacute;e &agrave; 86&nbsp;% en 2018 soit un accroissement de +16&nbsp;%. De 2017 &agrave; 2018, le volume des pr&eacute;comptes destin&eacute;s aux &eacute;tablissements irr&eacute;guliers a augment&eacute; de 66&nbsp;%, tandis que celui destin&eacute; aux maisons de vente &agrave; cr&eacute;dit en situation r&eacute;guli&egrave;re a vari&eacute; seulement de +0,3&nbsp;%.</p> <p>&nbsp;</p> <p>Graphique 2&nbsp;: &Eacute;volution des pr&eacute;comptes selon le statut de l&#39;&eacute;tablissement cr&eacute;ancier</p> <p><img alt="" 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" /></p> <p>Source&nbsp;: Pairie G&eacute;n&eacute;rale du Tr&eacute;sor, 2019</p> <p>Les analyses montrent enfin, qu&rsquo;en 2018, le montant global retenu sur le salaire des fonctionnaires et destin&eacute; aux usuriers &eacute;tait sup&eacute;rieur &agrave; plus de 600 fois au montant destin&eacute; aux &eacute;tablissements de vente &agrave; cr&eacute;dit en situation r&eacute;guli&egrave;re.</p> <p>De ce qui pr&eacute;c&egrave;de, nous pouvons pour terminer, affirmer que la majeure partie des retenues sur les salaires des fonctionnaires pour fait d&rsquo;achat &agrave; cr&eacute;dit est destin&eacute;e aux usuriers, occult&eacute;s derri&egrave;re leurs soci&eacute;t&eacute;s &eacute;crans que sont notamment, les &eacute;tablissements de vente &agrave; cr&eacute;dit exer&ccedil;ant en toute irr&eacute;gularit&eacute;.</p> <p>&nbsp;</p> <h3>B. Manque &agrave; gagner fiscal</h3> <p>Le montant de la taxe &agrave; la valeur ajout&eacute;e (TVA) collect&eacute;e lors des transactions de vente de marchandises &agrave; cr&eacute;dit aux fonctionnaires est la diff&eacute;rence entre le montant des ventes toutes taxes comprises (TTC) et le montant des ventes hors taxes<a href="#sdfootnote2sym" name="sdfootnote2anc">2</a> (HT). Le graphique suivant donne un aper&ccedil;u de la r&eacute;partition du montant de la TVA collect&eacute;e en 2018 selon le statut de l&rsquo;&eacute;tablissement de vente &agrave; cr&eacute;dit assujetti.</p> <p>&nbsp;</p> <p>Graphique 3&nbsp;: R&eacute;partition du montant de la TVA collect&eacute;e en 2018 selon le statut de l&rsquo;&eacute;tablissement de vente &agrave; cr&eacute;dit assujetti</p> <p><img alt="" src="data:image/jpeg;base64,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" /></p> <p>&nbsp;</p> <p>Source&nbsp;: Paierie G&eacute;n&eacute;rale du Tr&eacute;sor, 2019</p> <p>&nbsp;</p> <p>Le graphique 3 indique que le montant de la TVA collect&eacute;e par les usuriers &agrave; travers leurs soci&eacute;t&eacute;s &eacute;crans est plus important que celui collect&eacute; par les &eacute;tablissements de vente &agrave; cr&eacute;dit en situation r&eacute;guli&egrave;re. En 2018, ces margouillats ont collect&eacute; 86&nbsp;% de la TVA du secteur des ventes de marchandises &agrave; cr&eacute;dit aux fonctionnaires, soit plus de 935 millions de FCFA.</p> <p>Puis sur la p&eacute;riode d&rsquo;&eacute;tude 2012-2018, on constate que le montant global de la TVA collect&eacute;e lors des suppos&eacute;es transactions de ventes de marchandises &agrave; cr&eacute;dit aux fonctionnaires est de 3&nbsp;354,43 millions dont 2&nbsp;877,64 millions collect&eacute;s par les usuriers. Sur la p&eacute;riode, ceux-ci, tapis derri&egrave;re leurs soci&eacute;t&eacute;s &eacute;crans, ont collect&eacute; six fois plus de TVA que ne l&rsquo;ont fait les maisons de vente &agrave; cr&eacute;dit en situation r&eacute;guli&egrave;re. N&rsquo;emp&ecirc;che que, suivant les donn&eacute;es des enqu&ecirc;tes, m&ecirc;me les maisons de vente &agrave; cr&eacute;dit en situation r&eacute;guli&egrave;re exercent souvent, en complicit&eacute; avec des usuriers. Il a &eacute;t&eacute; cependant impossible &agrave; l&rsquo;&eacute;tude d&rsquo;&eacute;valuer leur manne financi&egrave;re.</p> <p>Enfin, en analysant le graphique ci-dessous, l&rsquo;on s&rsquo;aper&ccedil;oit que le taux de variation du montant de la TVA collect&eacute;, sur la p&eacute;riode 2017-2018, par les usuriers a quasiment doubl&eacute; alors que celui collect&eacute; par les maisons de cr&eacute;dit en situation r&eacute;guli&egrave;re a faiblement augment&eacute; de 0,7&nbsp;%. Il s&rsquo;en suit, que le montant de la TVA collect&eacute;e par les usuriers &agrave; partir de leurs soci&eacute;t&eacute;s &eacute;crans augmente plus vite que celui collect&eacute; par les maisons de cr&eacute;dit en situation irr&eacute;guli&egrave;re.</p> <p>&nbsp;</p> <p>Graphique 4&nbsp;: &Eacute;volution de la TVA collect&eacute;e selon le statut de l&rsquo;&eacute;tablissement de vente &agrave; cr&eacute;dit assujetti</p> <p><img alt="" 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" /></p> <p>Source&nbsp;: Paierie G&eacute;n&eacute;rale du Tr&eacute;sor, 2019</p> <p>De ce qui pr&eacute;c&egrave;de, il ressort que la TVA collect&eacute;e dans les transactions de vente de marchandises &agrave; cr&eacute;dit est essentiellement au compte des maisons de vente &agrave; cr&eacute;dit &eacute;voluant en situation irr&eacute;guli&egrave;re, donc des usuriers. Il s&rsquo;en suit que l&rsquo;&Eacute;tat subit des pertes fiscales. En effet, la quasi-totalit&eacute; de ces faux cr&eacute;dits de TVA revers&eacute;s aux margouillats &agrave; travers les retenues ill&eacute;gales sur le salaire de certains fonctionnaires constituent, en principe, des recettes que l&#39;&Eacute;tat doit recouvrer &agrave; travers le fisc. Ces fonds n&#39;&eacute;tant pas collect&eacute;s, cr&eacute;ent un manque &agrave; gagner fiscal dans les ressources de l&#39;&Eacute;tat et faussent les pr&eacute;visions budg&eacute;taires &eacute;tablies par l&#39;&Eacute;tat. En cons&eacute;quence, les pratiques usuraires ont un impact n&eacute;gatif sur les recettes fiscales qui constituent la majeure partie des revenus de l&#39;&Eacute;tat.</p> <p>Au-del&agrave; de cet impact, notons par ailleurs que ce ph&eacute;nom&egrave;ne favorise &eacute;galement un risque d&rsquo;accroissement des cr&eacute;ances en souffrance<a href="#sdfootnote3sym" name="sdfootnote3anc">3</a> dans le secteur bancaire.</p> <p>&nbsp;</p> <h3>C. Risque d&rsquo;accroissement des cr&eacute;ances en souffrance</h3> <p>L&rsquo;&eacute;tude montre que les pratiques usuraires contribuent &agrave; l&rsquo;existence de cr&eacute;ances en souffrance dans des banques commerciales. Des banquiers affirment en effet, que bon nombre de leurs clients d&eacute;biteurs sont surendett&eacute;s, du fait des pratiques usuraires, et n&rsquo;arrivent pas &agrave; rembourser les cr&eacute;dits auxquels ils ont souscrit aupr&egrave;s de leurs banques. Ils pr&eacute;cisent que ces individus sont si pr&eacute;compt&eacute;s, que les sommes d&rsquo;argent revers&eacute;es sur leurs comptes bancaires, par le tr&eacute;sor public &agrave; la fin du mois, n&rsquo;arrivent pas &agrave; couvrir les &eacute;ch&eacute;anciers pr&eacute;vus pour le remboursement de leurs cr&eacute;dits. Les usuriers conduisent ainsi, souvent &agrave; la faillite ou &agrave; l&#39;insolvabilit&eacute; de nombreux individus aupr&egrave;s de leurs banques d&eacute;bitrices. Invoquant le secret professionnel, les banquiers n&rsquo;ont pas permis &agrave; l&rsquo;&eacute;tude d&rsquo;approcher les chiffres de ces impay&eacute;s. Toutefois, ils soutiennent que les cr&eacute;ances en souffrance n&#39;en finissent pas d&rsquo;augmenter et d&#39;entacher leurs bilans financiers. Ce qui repr&eacute;sente une menace pour la p&eacute;rennit&eacute; de ces institutions financi&egrave;res et la sant&eacute; de l&rsquo;&eacute;conomie.</p> <p>&nbsp;</p> <h3>D. Distorsions &eacute;conomiques</h3> <p>Les pratiques usuraires pr&eacute;sentent un risque pour le fonctionnement efficient du march&eacute; &eacute;conomique, car les d&eacute;placements de capitaux des usuriers se font hors de toute logique &eacute;conomique&nbsp;; les criminels qui utilisent le circuit victimaire des usuriers pour blanchir leur argent recherchent, non pas le meilleur rendement, mais le meilleur compromis entre s&eacute;curit&eacute; du recyclage des fonds et objectif de rentabilit&eacute; de l&#39;op&eacute;ration. Cela a une influence n&eacute;gative g&eacute;n&eacute;ralis&eacute;e sur les pratiques commerciales et sur la rentabilit&eacute; des entreprises l&eacute;gitimes. En effet, entre les &eacute;tablissements de vente &agrave; cr&eacute;dit qui fraudent, et les soci&eacute;t&eacute;s de vente d&rsquo;appareils &eacute;lectro-m&eacute;nagers qui s&#39;acquittent scrupuleusement de leurs charges fiscales, la concurrence est in&eacute;gale&nbsp;: les premi&egrave;res liquident frauduleusement leurs articles commerciaux et d&eacute;gagent des moyens de financement suppl&eacute;mentaires que leurs concurrentes respectueuses du droit et conscientes de leur responsabilit&eacute; sociale n&#39;ont pas. Face &agrave; cette frustration, certaines soci&eacute;t&eacute;s de vente d&rsquo;appareils &eacute;lectro-m&eacute;nagers en situation r&eacute;guli&egrave;re, pour survivre, se sont mut&eacute;es en maisons de vente &agrave; cr&eacute;dit et ne rechignent pas &agrave; s&rsquo;offrir les services des usuriers. Ce qui a pour effet de hausser le taux de criminalit&eacute; &eacute;conomique et financi&egrave;re. La croissance fulgurante des maisons de vente &agrave; cr&eacute;dit de trente-deux en 2012 &agrave; soixante-treize en 2018 (PGT, 2019) &mdash;soit, environ 128&nbsp;% de croissance en sept ans&mdash; est un indicateur non n&eacute;gligeable et une parfaite illustration de la prolif&eacute;ration des pratiques commerciales d&eacute;loyales, notamment usuraires, dans le secteur des soci&eacute;t&eacute;s de vente d&rsquo;appareils &eacute;lectro-m&eacute;nagers et articles divers.</p> <p>Les usuriers, par leur solvabilit&eacute; et la rapidit&eacute; de leurs op&eacute;rations ill&eacute;gales, rendent toute rivalit&eacute; difficile dans les secteurs d&rsquo;activit&eacute;s qui leurs servent d&rsquo;entreprise &eacute;cran. Les pratiques usuraires faussent ainsi l&#39;activit&eacute; &eacute;conomique et emp&ecirc;chent le d&eacute;veloppement d&rsquo;une concurrence licite. Aussi les flux financiers importants issus de la fraude permettent-ils aux usuriers de constituer des caisses noires qui leurs assurent une solvabilit&eacute;, une p&eacute;rennit&eacute; et une s&eacute;curit&eacute; &agrave; travers la petite corruption &mdash; sans laquelle, il leur serait difficile d&rsquo;agir.</p> <p>&nbsp;</p> <h3>E. Aggravation de la petite corruption</h3> <p>Les r&eacute;sultats de l&rsquo;&eacute;tude montrent que les pratiques usuraires favorisent l&rsquo;accroissement de la petite corruption<a href="#sdfootnote4sym" name="sdfootnote4anc">4</a> dans l&rsquo;administration publique. Le fonctionnaire ivoirien semble avoir une id&eacute;e assez pr&eacute;cise de cette criminalit&eacute;. En effet, lorsqu&rsquo;on interroge les fonctionnaires (victimes d&rsquo;usuriers et non-victimes) sur les maux qui rongent l&rsquo;administration, ils citent clairement et sans &eacute;quivoque la petite corruption (91,92&nbsp;% des r&eacute;pondants), strictement li&eacute;e au fait de payer un pot-de-vin et des r&eacute;tro-commissions (92,61&nbsp;% des r&eacute;pondants).</p> <p>L&rsquo;enqu&ecirc;te indique que 51&nbsp;% des enqu&ecirc;t&eacute;s connaissent une personne proche ayant &eacute;t&eacute; confront&eacute;e &agrave; une situation de petite corruption ou ayant &eacute;t&eacute; oblig&eacute;e de payer un pot-de-vin. 67&nbsp;% des victimes d&rsquo;usuriers admettent avoir, eux-m&ecirc;mes, pris part &agrave; cette corruption dans le cadre de l&rsquo;&eacute;tablissement des documents administratifs affairant &agrave; leurs quotit&eacute;s cessibles. Une victime affirme &agrave; ce propos&nbsp;: &laquo;&nbsp;Oui&nbsp;! oui&nbsp;! Ce ph&eacute;nom&egrave;ne favorise la corruption. Par exemple, quand notre quotit&eacute; cessible est d&eacute;pass&eacute;e et qu&rsquo;on fait la demande &agrave; la solde pour aller prendre le cr&eacute;dit avec l&rsquo;usurier. Pour que &ccedil;a passe, l&rsquo;usurier utilise son r&eacute;seau.&nbsp;&raquo; (F.P., 51 ans, instituteur, victime d&rsquo;usurier)&nbsp;; &laquo;&nbsp;&hellip; les usuriers ont des gars (complices) partout dans l&rsquo;administration publique. Ils utilisent une partie de l&rsquo;argent qu&rsquo;ils gagnent pour entretenir leurs r&eacute;seaux. Il ne faut pas jouer avec eux, ils sont dangereux.&nbsp;&raquo; (S.I, 46 ans, agent public, non-victime d&rsquo;usurier).</p> <p>Cette id&eacute;e se trouve consolid&eacute;e par le taux des usuriers qui voient dans la corruption une n&eacute;cessit&eacute; pour arranger certaines transactions (89 %). Un usurier confie&nbsp;: &laquo;&nbsp;&hellip; &Agrave; Abidjan ici, tout se g&egrave;re de l&agrave; &agrave; l&agrave; (&agrave; l&rsquo;instant) mon fr&egrave;re. Si tu laisses ton probl&egrave;me pourrir, c&rsquo;est que tu ne connais rien. Quand tu vas croiser les gens, il faut donner pour eux et puis c&rsquo;est fini, c&rsquo;est comme &ccedil;a (sourire).&nbsp;&raquo; (A.D., 36 ans, usurier). Autrement dit, &agrave; Abidjan, tout souci peut facilement se r&eacute;soudre si tu acceptes de donner des pots-de-vin &agrave; certains agents publics. &Agrave; la question de savoir s&rsquo;il avait des contacts en la mati&egrave;re,&nbsp;A.D. ajoute&nbsp;: &laquo;&nbsp;c&rsquo;est clair&nbsp;!... (sourire), on a des &quot;vieux m&ocirc;g&ocirc;&quot; (parrains) partout. C&rsquo;est eux qui nous aident. Et en retour, on les g&egrave;re (r&eacute;tro-commissions) aussi.&nbsp;&raquo;. Cette situation rev&ecirc;t une urgence dans la prise en compte de la dangerosit&eacute; des pratiques usuraires, qui apparaissent comme un vecteur non n&eacute;gligeable du d&eacute;veloppement de la petite corruption.</p> <p>&nbsp;</p> <h2>IV. Discussion des r&eacute;sultats et conclusion</h2> <p>Ce travail a cherch&eacute; &agrave; d&eacute;crire les impacts &eacute;conomiques des pratiques usuraires en C&ocirc;te d&rsquo;Ivoire. Pour ce faire, un cadre de r&eacute;f&eacute;rence th&eacute;orique a &eacute;t&eacute; b&acirc;ti autour de l&rsquo;approche mon&eacute;taire de Tanzi. Une &eacute;tude documentaire et des entretiens semi-directifs avec 85 personnes ont &eacute;t&eacute; r&eacute;alis&eacute;s dans la commune du Plateau &agrave; Abidjan. Les donn&eacute;es recueillies ont &eacute;t&eacute; analys&eacute;es et trait&eacute;es au plan qualitatif et quantitatif.</p> <p>Les r&eacute;sultats de l&rsquo;&eacute;tude montrent d&rsquo;abord, que les pratiques usuraires occasionnent l&rsquo;accroissement des flux financiers illicites au sein de l&rsquo;&eacute;conomie l&eacute;gale, r&eacute;duisent les recettes fiscales et favorisent un manque &agrave; gagner important pour le budget de l&rsquo;&Eacute;tat. Il ressort ensuite que les pratiques usuraires constituent un risque d&rsquo;accroissement des cr&eacute;ances en souffrance au sein des banques commerciales. La sp&eacute;cificit&eacute; de cette criminalit&eacute; repose en outre, sur la capacit&eacute; des usuriers &agrave; contourner le cadre r&eacute;glementaire li&eacute; &agrave; l&rsquo;activit&eacute; du cr&eacute;dit en s&#39;associant &agrave; des maisons de vente &agrave; cr&eacute;dit qui affichent une apparente conformit&eacute; &agrave; la loi, ainsi qu&rsquo;&agrave; des banquiers et agents publics v&eacute;reux. Ce qui d&eacute;s&eacute;quilibre le jeu de la concurrence, cr&eacute;e des distorsions &eacute;conomiques, et occasionne l&rsquo;aggravation de la petite corruption, tr&egrave;s pr&eacute;judiciable aux finances publiques. Somme toute, les pratiques usuraires favorisent l&rsquo;enrichissement illicite des usuriers et diminuent la productivit&eacute; globale de l&#39;&eacute;conomie, privant ainsi l&rsquo;&Eacute;tat de ressources indispensables au financement des d&eacute;penses de d&eacute;veloppement.</p> <p>Par ailleurs, ces r&eacute;sultats refl&egrave;tent un seuil d&rsquo;alerte n&eacute;cessitant une prise de conscience r&eacute;elle et une volont&eacute; effective pour des &eacute;tudes sur la petite corruption en C&ocirc;te d&rsquo;Ivoire. La perception tr&egrave;s n&eacute;gative de la petite corruption, confront&eacute;e &agrave; l&rsquo;implication directe de certains fonctionnaires et agents de l&rsquo;administration publique ivoirienne dans les pratiques usuraires, fait resurgir un probl&egrave;me soci&eacute;tal assez s&eacute;rieux dans la relation quotidienne de l&rsquo;agent public avec les usuriers. Car, bien que certains agents publics per&ccedil;oivent les pratiques usuraires comme une forme de criminalit&eacute;, l&rsquo;on note chez ceux-ci, une certaine acceptation des maisons de vente &agrave; cr&eacute;dit qui pourtant, servent de soci&eacute;t&eacute;s &eacute;crans aux usuriers. Cela met en &eacute;vidence, une certaine &eacute;quivalence entre deux attitudes paradoxales : le refus pour des agents publics de commettre d&rsquo;une part des actes/pratiques de collusion avec les usuriers, un refus qui &eacute;mane d&rsquo;une premi&egrave;re position qualifiant cet acte de criminel, et d&rsquo;autre part, l&rsquo;acceptation d&rsquo;une telle pratique par avidit&eacute; financi&egrave;re.</p> <p>Ces r&eacute;sultats qui r&eacute;v&egrave;lent l&rsquo;&eacute;rosion des finances publiques, l&rsquo;accroissement des cr&eacute;ances en souffrance, des distorsions &eacute;conomiques et l&rsquo;aggravation de la petite corruption en C&ocirc;te d&rsquo;Ivoire, confirment notre objectif et valident le r&eacute;f&eacute;rentiel th&eacute;orique de l&rsquo;approche mon&eacute;taire de Tanzi utilis&eacute; pour cette &eacute;tude.</p> <p>Ces conclusions se rapprochent d&rsquo;une part, de celles de Paquin (2006), et de Reiss et Beirdmann (1980), selon lesquelles les entreprises peuvent jouer un r&ocirc;le d&rsquo;instrument du d&eacute;lit &laquo;&nbsp;d&rsquo;&eacute;cran&nbsp;&raquo;. Et d&rsquo;autre part, de celles de Queloz (2002), Bichot (2012), et Bazzy (2020), qui attestent que la d&eacute;linquance financi&egrave;re porte atteinte &agrave; la cr&eacute;dibilit&eacute; et &agrave; la s&eacute;curit&eacute; de certains secteurs d&rsquo;activit&eacute;s &eacute;conomiques, voire de l&rsquo;ordre &eacute;conomique et financier dans son ensemble. Les aboutissements de ces travaux ant&eacute;rieurs sont r&eacute;affirm&eacute;s par les r&eacute;sultats de la pr&eacute;sente &eacute;tude, et t&eacute;moignent de leur validit&eacute; externe. Par-dessus, cette &eacute;tude met en &eacute;vidence, avec des informations chiffr&eacute;es, les dommages engendr&eacute;s par les pratiques usuraires sur les finances publiques en C&ocirc;te d&rsquo;Ivoire et la menace que cela repr&eacute;sente pour la sant&eacute; &eacute;conomique de l&rsquo;&Eacute;tat.</p> <p>Cependant, les r&eacute;sultats obtenus dans ce travail n&rsquo;ont pas la pr&eacute;tention d&rsquo;&ecirc;tre exhaustifs. En effet, si les bases de donn&eacute;es statistiques de la paierie g&eacute;n&eacute;rale du Tr&eacute;sor public ivoirien conservent des informations sur les fonctionnaires pr&eacute;compt&eacute;s pour fait d&rsquo;achat de marchandise &agrave; temp&eacute;rament (salaire, revenu net, nombre, montant pr&eacute;compt&eacute;&hellip;), elles pr&eacute;sentent toutefois une part d&rsquo;opacit&eacute; quant au nombre r&eacute;el d&rsquo;individus victimes d&rsquo;usuriers. Car, s&rsquo;il est ind&eacute;niable que les fonctionnaires constituent la cat&eacute;gorie sociale la plus pris&eacute;e par les usuriers en C&ocirc;te d&rsquo;Ivoire, il n&rsquo;en demeure pas moins que les usuriers font &eacute;galement des victimes dans le secteur priv&eacute;. Cela signifie qu&rsquo;il y a des flux financiers illicites li&eacute;s aux pratiques usuraires, que cette &eacute;tude n&rsquo;a pu mesurer, et qui constitue par voie de cons&eacute;quence, un chiffre noir de la criminalit&eacute;. Pour autant, il ne s&rsquo;agit pas de d&eacute;nigrer la pertinence de ces r&eacute;sultats, mais d&#39;aborder un aspect li&eacute; &agrave; leur production, qui aurait pu les rendre encore plus efficients. Les r&eacute;sultats de cette &eacute;tude offrent ainsi, des apports importants dans la description des impacts &eacute;conomiques des pratiques usuraires en C&ocirc;te d&rsquo;Ivoire, et ouvrent des pistes de recherche qui m&eacute;riteraient d&rsquo;&ecirc;tre explor&eacute;es et d&eacute;velopp&eacute;es.</p> <p>&nbsp;</p> <h2>V. R&eacute;f&eacute;rences bibliographiques</h2> <p>Bazzy, M. (2020). &laquo;&nbsp;Effet de la criminalit&eacute; &eacute;conomique sur les march&eacute;s financiers&nbsp;&raquo;. Kuwait International Law School Journal, 32 (8). [en ligne] https://journal.kilaw.edu.kw/home-page/?lang=en - Consult&eacute; le 12 janvier 2021.</p> <p>Bichot, J. (2012). &laquo;&nbsp;Le co&ucirc;t du crime et de la d&eacute;linquance&nbsp;&raquo;. &Eacute;tude et analyses, Institut de la justice, n&deg;&nbsp;16.</p> <p>CESE. (2014). &laquo;&nbsp;Cons&eacute;quences &eacute;conomiques, financi&egrave;res et sociales de l&rsquo;&eacute;conomie non d&eacute;clar&eacute;e&nbsp;&raquo;. Avis du Conseil &eacute;conomique, social et environnemental. Journal Officiel de la R&eacute;publique Fran&ccedil;aise.</p> <p>CNSI. (2017). &laquo;&nbsp;La mesure du travail dissimul&eacute; et ses impacts pour les finances publiques&nbsp;&raquo;. In Chroniques, n&deg; 13.</p> <p>Crizoa, H. (2019). &laquo;&nbsp;D&eacute;linquance juv&eacute;nile &agrave; Abidjan aujourd&rsquo;hui : une analyse causale du ph&eacute;nom&egrave;ne des &quot;microbes&quot;&nbsp;&raquo;. Sciences et actions sociales, n&deg;&nbsp;12.</p> <p>Droy, I. (1993). &laquo;&nbsp;L&#39;usurier et le banquier : le cr&eacute;dit rural &agrave; Madagascar&nbsp;&raquo;. En ligne : https://www.researchgate.net/publication/32975775 - Consult&eacute; le 14 novembre 2016.</p> <p>Echeverria, L., P. (2010). L&rsquo;impact de l&rsquo;ins&eacute;curit&eacute; urbaine sur les entreprises manufacturi&egrave;res d&rsquo;Am&eacute;riques latine&nbsp;: une &eacute;tude de cas, Puebla au Mexique. Th&egrave;se de doctorat en &eacute;tudes urbaines, Institut national de la recherche scientifique, Universit&eacute; du Qu&eacute;bec. [en ligne] http://espace.inrs.ca/id/eprint/72 - Consult&eacute; le 12 janvier 2021.</p> <p>Ege, R. (1996). &laquo;&nbsp;L&#39;islam et le pr&ecirc;t &agrave; int&eacute;r&ecirc;t&nbsp;: une relecture de Maxime Rodinson&nbsp;&raquo;. Bozarslan, H. Islam et la&iuml;cit&eacute;. Approches globales et r&eacute;gionales. Paris&nbsp;: L&rsquo;Harmattan.</p> <p>Fongang, d. (2011). La criminalit&eacute; &eacute;conomique et ses cons&eacute;quences sur la pme africaine&nbsp;: Cas de fraude, la corruption et l&#39;arnaque. Paris&nbsp;: Harmattan.</p> <p>Fortin, B. (2002). &laquo;&nbsp;Les enjeux de l&rsquo;&eacute;conomie souterraine&nbsp;&raquo;. Centre interuniversitaire de recherche en analyse des organisations. Les cahiers de la S&eacute;rie Scientifique, n&deg;&nbsp;89.</p> <p>Gimenez, C.&nbsp;&amp; Blatier C. (2007). &laquo;&nbsp;Famille et d&eacute;linquance juv&eacute;nile&nbsp;: &eacute;tat de la question&nbsp;&raquo;. Bulletin de Psychologie, 489 (3), p. 257-265.</p> <p>Goetzmann, W., N., &amp; Rouwenhorst, G.K. (2005). &laquo;&nbsp;Corr&eacute;lations &agrave; long terme des march&eacute;s mondiaux&nbsp;&raquo;. Journal of Business, 78, p. 1-38.</p> <p>Houriez, P. (2011). &laquo;&nbsp;La l&eacute;gitimit&eacute; du pr&ecirc;t &agrave; int&eacute;r&ecirc;t chez Jean Calvin&nbsp;&raquo;. [En ligne] : http://larevuereformee.net - Consult&eacute; le 26 septembre 2017.</p> <p>Lapidus, A. (1992). eUne Introduction &agrave; la pens&eacute;e &eacute;conomique m&eacute;di&eacute;vale&nbsp;&raquo;. B&eacute;raud, A., Faccarello, G. Nouvelle Histoire de la Pens&eacute;e &Eacute;conomique, Paris&nbsp;: La D&eacute;couverte, 24-70.</p> <p>Lynch, M. J., McGurrin, D. &amp; Fenwick, M. (2004). &ldquo;Disappearing Act: The Representation of Corporate Crime Research in Criminological Literature&rdquo;. Journal of Criminal Justice, 32, p. 389-398.</p> <p>Magagi, G., Z. (2008). Le traitement de la criminalit&eacute; &eacute;conomique et financi&egrave;re dans l&rsquo;espace UEMOA&nbsp;: &eacute;tude comparative avec le dispositif de l&rsquo;Union europ&eacute;enne. Th&egrave;se de doctorat en droit&nbsp;: Universit&eacute; Toulouse 1.</p> <p>Marguerat, Y. (1999). Les chemins qui m&egrave;nent &agrave; la rue&nbsp;: un essai de synth&egrave;se sur les processus de production d&rsquo;enfants de la rue en Afrique noire. Paris&nbsp;: Fayard.</p> <p>N&rsquo;guessan, G., R. (2015). Le ph&eacute;nom&egrave;ne des usuriers &agrave; Abidjan. M&eacute;moire de Master en Criminologie. Universit&eacute; F&eacute;lix Houphou&euml;t-Boigny (non publi&eacute;).</p> <p>OCDE. (2018). Flux financiers illicites : l&rsquo;&eacute;conomie du commerce illicite en Afrique de l&rsquo;ouest.</p> <p>ONUDC. (2009). La criminalit&eacute; organis&eacute;e et la menace qu&rsquo;elle constitue pour la s&eacute;curit&eacute;. Commission pour la pr&eacute;vention du crime et la justice p&eacute;nale. Dix-huiti&egrave;me session&nbsp;: Vienne.</p> <p>Opadou, K. (2009). &laquo;&nbsp;Ins&eacute;curit&eacute; urbaine, analyse criminologique et pr&eacute;vention situationnelle int&eacute;gr&eacute;e&nbsp;&raquo;. Revue de Criminologie, Victimologie et S&eacute;curit&eacute;, 3 (2), p.&nbsp;68-79.</p> <p>Queloz, N. (2002). &laquo;&nbsp;Criminalit&eacute; &eacute;conomique et criminalit&eacute; organis&eacute;e&nbsp;&raquo;. L&#39;&Eacute;conomie politique, 15 (3), p. 58-67.</p> <p>Tarik, T. (2013). &laquo;&nbsp;Impact des crimes &eacute;conomiques sur le financement du d&eacute;veloppement: Cas des pays en d&eacute;veloppement (PED)&nbsp;&raquo;. International Journal of Innovation and Applied Studies, 3 (3), p. 802-812.</p> <p>&nbsp;</p> <div id="sdfootnote1"> <p><a href="#sdfootnote1anc" name="sdfootnote1sym">1</a> Le taux effectif global (TEG) en vigueur en C&ocirc;te d&rsquo;Ivoire est de 27 % l&rsquo;an pour les institutions de microfinance (IMF) est de 18 % l&rsquo;an pour les banques.</p> </div> <div id="sdfootnote2"> <p><a href="#sdfootnote2anc" name="sdfootnote2sym">2</a> Le montant des ventes sans application de la taxe &agrave; la valeur ajout&eacute;e (TVA).</p> <p>Montant des ventes hors taxes (HT)</p> </div> <div id="sdfootnote3"> <p><a href="#sdfootnote3anc" name="sdfootnote3sym">3</a> Les cr&eacute;ances en souffrance sont d&eacute;finies comme &eacute;tant des cr&eacute;ances qui pr&eacute;sentent un risque de non recouvrement total ou partiel.</p> </div> <div id="sdfootnote4"> <p><a href="#sdfootnote4anc" name="sdfootnote4sym">4</a> La petite corruption qui implique par d&eacute;finition un agent public ayant une relation directe avec le citoyen et qui engage des petites sommes d&rsquo;argent et des faveurs.</p> </div>