
Reefhound

May 21, 2010, 4:45 PM
Post #21 of 36
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Re: [Reefhound] Two minutes of terror, 12 days bureaucratic terror
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Here is a news article that illustrates how/why police agencies try to keep the vehicles. It is a bit dated but do you believe the corruption has gone away? If anything I'll bet the numbers have gone up not down. Officials Steal Stolen Cars; They Return Only 40 Percent Of Recovered Heisted Autos Insurance companies throughout Mexico recently charged that state authorities do not return stolen cars they recover. In other words, they were accusing state authorities of stealing stolen cars. ... In 1997, judicial authorities in 27 states did not return 145,000 insured vehicles recovered from thieves, according to the coordinating Office of Insured Risks (OCRA). Instead, they distributed them -- sometimes to pay off debts and favors, or to place someone in their obligation, sometimes selling them -- to other government officials, to family members, even to journalists. The OCRA figure does not include the hundreds of thousands of uninsured vehicles these authorities confiscated for similar use. ... In 1997, judicial authorities in 27 states did not return 145,000 insured vehicles recovered from thieves, according to the coordinating Office of Insured Risks (OCRA). Instead, they distributed them -- sometimes to pay off debts and favors, or to place someone in their obligation, sometimes selling them -- to other government officials, to family members, even to journalists. The OCRA figure does not include the hundreds of thousands of uninsured vehicles these authorities confiscated for similar use. In some states, such as Durango, Guerrero, Michoacan and, unsurprisingly, the State of Mexico, insurance investigators are prohibited by attorneys general from access to case records of stolen vehicles -- which, say insurance companies, clearly shows official complicity in this "practice." If licensed insurance investigators are prevented by state justice officials from finding out what's happened to a stolen car, guess how much chance you have.
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