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ChromosOmics
- Database
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CHROMOSOME 9p1 -
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)
|
9p13
33,200,001-41,000,000 |
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
9p13/1-1
|
9p24.1/1-1
|
inv(9)(p24.1p13)
|
~33.7-40.5 Mb
|
wcp, LSP
|
{0}
|
|
9p13.3
33,200,001-36,300,000 |
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
9p13.3/1-1
|
13q12.11/1-1
|
t(9;13)(p13.3;q12.11)
|
~33.7-35.8 Mb
|
wcp, cep
|
{0}
|
9p13.3/2-1
|
22q11.2/4-1 |
t(9;22)(p13.3;q11.2)
|
~33.7-35.8 Mb
|
MCB
|
{0,
11 case T-91}
|
9p13.3/3-1
|
9p24.1/3-1 |
dup(9)(p24.1p13.3)
|
~33.7-35.8 Mb
|
MCB, LSP
|
{0}
|
|
9p13.2
36,300,001-38,400,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
9p13.2/1-1
|
|
|
|
|
{0}
|
|
9p13.1
38,400,001-41,000,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
9p13.1/1-1
|
5q23.2/2-1
|
t(5;9)(q23.2;p13.1)
|
~38.9-40.5 Mb
|
MCB
|
{0}
|
9p13.1/2-1
|
11q23.3/3-1 |
t(9;11)(p13.1;q23.3)
|
~38.9-40.5 Mb
|
MCB
|
{0}
|
9p13.1/3-1
|
9p24.3/8-1 |
dup(9)(p24.3p13.1) |
~38.9-40.5 Mb
|
MCB, LSP
|
{0}
|
|
9p12
41,000,001-43,600,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
9p12/1-1
|
6p25.2/1-1
|
der(6)t(6;9)(p25.2;p12)
|
~41.5-43.1 Mb
|
wcp, LSP |
{0}
|
9p12/2-1
|
6p12.3/2-1
6p11.2/3-1
6q11.2/4-1
6q12/5-1
6q14.3/2-1
6q15/7-1
9q12/3-1
|
der(6)(9pter->9p12~11.2:
:6p12.3->6q12::6q14.3->6q15:
:9q12->9qter),der(9)
(6pter->6p11.2::6q14.3
->6q11.2::9q12->
9p12~11.2::6q15->6qter)
|
~41.5-45 Mb
|
MCB, LSP |
{0, 11 case C-4}
|
9p12/3-1
|
9p24/2-1 |
inv dup(9)(p12p24) |
~41.5-43.1 Mb
|
MCB, LSP |
{0,
77}
|
9p12/4-1
|
9p23/4-1
9p11/1-1
9q13/5-1
9q22.1/6-1
|
der(9)(pter->p23:
:q22.1->q13::p11->
q13::p12->qter) |
~41.5-43.1 Mb
|
MCB, LSP |
{0}
|
9p12/5-1
|
9q21.11/1-1
|
inv(9)(p12q21.11) |
~41.5-43.1 Mb
|
MCB, LSP |
{0,
79}
|
9p12/6-1
|
9q22.1/7-1
|
inv(9)(p12q22.1)
|
~41.5-43.1 Mb
|
MCB, LSP |
{0}
|
9p12/7-1
|
15q11.1/3-1 |
der(15)t(9;15)(p12;q11.1)
|
~41.5-43.1 Mb
|
wcp, cep |
{0}
|
|
9p11
43,600,001-49,000,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
9p11/1-1
|
9p23/4-1
9p12/4-1
9q13/5-1
9q22.1/6-1
|
der(9)(pter->p23:
:q22.1->q13::p11->
q13::p12->qter) |
~47-48 Mb
|
MCB, LSP
|
{0}
|
|
9p11.2
43,600,001-47,300,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
9p11.2/1-1
|
21p11.2/3-1
|
t(9;21)(p11.2;p11.2)
|
~44.1-46.8 Mb
|
wcp, cep
|
{0}
|
9p11.2/2-1
|
9p24.3/7-1 |
dup(9)(p24.3p11.2)
|
~44.1-46.8 Mb
|
MCB, LSP
|
{0}
|
9p11.2/3-1
|
9p24.3/10-1 |
dup(9)(p24.3p11.2) |
~44.1-46.8 Mb
|
wcp, LSP
|
{0}
|
|
9p11.1
47,300,001-49,000,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
9p11.1/1-1
|
|
|
|
|
{0}
|
|
|