Fraude Bancario y Robo de Identidad: Acusación Federal Revela Intrincado Esquema de Malik Jones en el Condado de St. Louis

red latina stl, red latina periodico, fraude, servicio de correo, carcel, arresto

2024-02-14

En un giro digno de una trama de película, las autoridades federales han presentado una acusación formal contra Malik Jones, un residente de 26 años de Berkeley en el Condado de St. Louis

Scroll
down for the English versión…<o:p></o:p>

<img src="https://www.redlatinastl.com/Recursos/imagenes-subidas/449505564-fraude%20bancario%202.jpg" style="width: 400px; float: left;" class="note-float-left">En un
giro digno de una trama de película, las autoridades federales han presentado
una acusación formal contra Malik Jones, un residente de 26 años de Berkeley en
el Condado de St. Louis. Jones se enfrenta a tres cargos de fraude bancario, un
cargo por posesión de material postal robado y dos cargos de robo de identidad
agravado.<o:p></o:p>

Jones,
quien fue arrestado el pasado 31 de enero en Florida en relación con una serie
de crímenes sorprendentes, se declaró inocente de los cargos federales en una
audiencia llevada a cabo el miércoles.<o:p></o:p>

Según la
acusación formal, Jones no solo se limitó a cometer fraude bancario, sino que
también ideó un complejo esquema delictivo. Supuestamente reclutó a individuos
para que le suministraran información confidencial, incluyendo detalles sobre
tarjetas de débito y situaciones bancarias. Esta información se utilizó
hábilmente para la creación y depósito de cheques falsificados y fraudulentos.<o:p></o:p>

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" style="width: 400px; float: right;" data-filename="fraude bancario 4.jpg" class="note-float-right">Lo más
sorprendente es que, según las autoridades, Jones obtenía estos cheques
mediante el robo de correo en cajas de recolección y buzones de correo en el
área de St. Louis. Posteriormente, manipulaba los cheques, alterando tanto los
montos como los nombres de los beneficiarios antes de depositarlos. Esta
maquinación le permitía retirar grandes sumas de dinero antes de que los bancos
detectaran la falsedad de los cheques, cada uno de ellos por miles de dólares.

El modus
operandi de Jones no estaría completo sin la colaboración de cómplices, a
quienes, según la acusación, les pagó sobornos para facilitar la recepción y
depósito de los cheques fraudulentos. Este intrincado entramado criminal no
solo involucra fraude bancario, sino también la posesión de material postal
robado y el robo de identidad agravado.<o:p></o:p>

Si Jones
es declarado culpable, podría enfrentar una condena de hasta 30 años de prisión
por cada cargo de fraude bancario, además de multas que podrían alcanzar el
millón de dólares. La posibilidad de años adicionales de prisión y multas
también pende sobre él debido a los otros delitos imputados.<o:p></o:p>

Las
autoridades federales continúan la investigación de este caso, que destaca la
importancia de la vigilancia y la seguridad en las transacciones bancarias y el
manejo del correo en la era digital.<o:p></o:p>

<img src="https://www.redlatinastl.com/Recursos/imagenes-subidas/1895691072-fraude%20bancario%201.jpg" style="width: 1000px;"> Bank
Fraud and Identity Theft: Federal Charges Unveil Elaborate Scheme by Malik
Jones in St. Louis County<o:p></o:p>

<img src="https://www.redlatinastl.com/Recursos/imagenes-subidas/449505564-fraude%20bancario%202.jpg" style="width: 400px; float: left;" class="note-float-left">In a plot
worthy of a suspenseful thriller, federal authorities have formally charged
Malik Jones, a 26-year-old resident of Berkeley in St. Louis County. Jones
faces three counts of bank fraud, one charge of possession of stolen mail, and
two counts of aggravated identity theft.<o:p></o:p>

Jones,
who was arrested on January 31 in Florida in connection with a series of
astonishing crimes, pleaded not guilty to the federal charges in a hearing on
Wednesday.<o:p></o:p>

According
to the formal indictment, Jones not only engaged in bank fraud but also orchestrated
a sophisticated criminal scheme. Allegedly, he recruited individuals to provide
him with confidential information, including details about debit cards and
banking situations. This information was then deftly used for the creation and
deposit of counterfeit and fraudulent checks.<o:p></o:p>

Perhaps
most shocking is the claim that Jones acquired these checks through the theft
of mail from collection boxes and mailboxes in the St. Louis area.
Subsequently, he manipulated the checks, altering both the amounts and the
names of the beneficiaries before depositing them. This manipulation allowed
him to withdraw substantial sums of money before banks detected the falseness
of the checks, each one totaling thousands of dollars.<img 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" style="width: 400px; float: right;" data-filename="fraude bancario 4.jpg" class="note-float-right"><o:p></o:p>

Jones's
modus operandi wasn't complete without the collaboration of accomplices, to
whom, according to the indictment, he paid bribes to facilitate the receipt and
deposit of the fraudulent checks. This intricate criminal web not only involves
bank fraud but also possession of stolen mail and aggravated identity theft.<o:p></o:p>

If Jones
is found guilty, he could face up to 30 years in prison for each count of bank
fraud, in addition to fines that could reach a million dollars. The possibility
of additional years in prison and fines also looms over him due to the other
charged offenses.<o:p></o:p>

Federal
authorities continue to investigate this case, underscoring the importance of
vigilance and security in banking transactions and mail handling in the digital
age.<o:p></o:p>

10,400

Fans

752

Fans

1755

Fans

818

Fans

Fraude Bancario y Robo de Identidad: Acusación Federal Revela Intrincado Esquema de Malik Jones en el Condado de St. Louis

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