Minggu, 22 Februari 2009

Michael Jackson Asks Sister Janet Jackson To Care For His Children


Michael Jackson believes he won’t be around long enough to see his children grow up with his deadly disease. Jackson is reportedly asking his sister Janet Jackson to raise his three children when he’s gone.


Michael seems to think he won’t be around for long and is concerned about his three young children. He seems to feel sister Janet would be the best with his children.

“Please raise my kids, Janet. You’re the only one left I trust!”

“Michael feels the end is near,” a family friend told the Enquirer. “He’s terrified that if he dies, his children will end up with his aging parents or his brothers.”

“He knows Janet will give his kids a mother’s love and see that they grow up away from the showbiz spotlight.”

Michael Jackson, 50, has Prince Michael, 12, Paris, 10 from his ex-wife, Debbie Rowe. But Prince Michael II called “Blanket” was adopted in 2002.

“Michael is in bad shape,” a friend stated. “He has respiratory problems, heart palpitations, is losing weight rapidly and is now worried that he may have contracted the killer flesh-eating disease. He has begged Janet to look after the kids.”

It’s said that his health issues started soon after his last plastic surgery.

“He’s been visiting a Beverly Hills clinic receiving antibiotics through an intravenous drip,” disclosed the pal. “Michael has difficulty walking, often has to use a wheelchair and spends most of his days in bed, at the doctor’s office or in the bathroom.

“His sole companion is his longtime nanny Grace Rwaramba. Michael knows Grace loves the kids, but doesn’t think she can cope with them on her own.

“Debbie, mother of Prince and Paris, has been out of the children’s lives and only sees them rarely. Janet sees them all the time and is more like a mother to them than anyone.”

“Family members have offered to help, but he’s afraid of the children being exploited. The only family member he trusts is Janet.”

This is very sad if Michael Jackson’s health problems are accurate

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