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ChromosOmics
- Database
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Y-CHROMOSOME p1 -
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![](data:image/png;base64,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)
|
Yp11
1-12,500,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
Yp11/1-1
|
|
|
|
|
{0}
|
|
Yp11.3
1-3,000,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
Yp11.3/1-1
|
Yp11.2/8-1
Yq11.221/3-1
|
der(Y)(pter->q11.221:
:p11.2->p11.3::q11.221->qter)
|
~0.5-2.5 Mb
|
wcp, LSP
|
{0}
|
Yp11.3/2-1
|
Yq11.23/4-1 |
inv(Y)(p11.3q11.23)
|
~0.5-2.5 Mb |
wcp, LSP
|
{0,
11 case I-4}
|
Yp11.3/3-1
|
Yq11.23/6-1 |
r(Y)(::p11.3->q11.2?3:
:q11.2?3->p11.3::)
|
~0.5-2.5 Mb |
wcp, LSP
|
{0,
96 case R-29}
|
Yp11.3/4-1
|
2q35/2-1 |
der(Y)t(Y;2)(p11.3;q35)
|
~0.5-2.5 Mb |
MCB
|
{0}
|
Yp11.3/5-1
|
11q13.4/1-1
Xp22.3/2-1 |
der(X)t(X;11)(Xqter->
Xp22.33~22.32:
:11q13.4~13.5->11qter),
der(11)t(Y;?X;11)
(Ypter->Yp13::
Xp22.33~22.32->
Xp22.33~22.32:
:11q13.4~13.5->11pter) |
~0.5-2.5 Mb |
MCB, LSP
|
{0, 10 case 30}
|
|
Yp11.32
1-2,500,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
Yp11.32/1-1
|
Yp11.1/2-1 |
inv(Y)(p11.32p11.1)
|
~0.5-2.5 Mb
|
wcp, LSP
|
{0,
11 case I-3}
|
Yp11.32/2-1
|
Yq11.22/4-1 |
der(Y)(pter->q11.2?2:)/der(Y)(pter->q11.2?2::p11.32->q11.2?2:)
|
~0.5-2.5 Mb |
wcp, LSP
|
{0}
|
Yp11.32/3-1
|
Yq11.21/2-1 |
der(Y)(qter->p11.32:
:q11.21->p11.32::q11.21->qter)
|
~0.5-2.5 Mb |
wcp, LSP
|
{0}
|
Yp11.32/4-1
|
Yq11.21/5-1 |
del(Y)(q11.?21)[7]/
r(Y)(::p11.32->q11.?21::)[17]/
der(Y)(:q11.?21->p11.1:
:p11.32->q11.?21:)[1]
|
~0.5-2.5 Mb |
wcp, LSP
|
{0}
|
Yp11.32/5-1
|
Yq11.23/7-1 |
inv(Y)(p11.32q11.2?23)
|
~0.5-2.5 Mb |
MCB
|
{0}
|
Yp11.32/6-1
|
14q12/1-1 |
der(Y)t(Y;14)(p11.32;q12)
|
~0.5-2.5 Mb |
wcp
|
{0,
91}
|
Yp11.32/7-1
|
15q24.1/2-1 |
t(Y;15)(p11.32;q24.1) |
~0.5-2.5 Mb |
wcp, LSP
|
{0}
|
Yp11.32/8-1
|
15p11.2/2-1
Yp11.2/10-1
|
der(Y;15)(Ypter->Yp11.32~11.31:
:Yp11.2->Yp11.32~11.31:
:Yp11.2->Yp11.1::15p11.2->15qter) |
~2-3 Mb
|
wcp, LSP
|
{0}
|
Yp11.32/9-1
|
12q13.11/1-1 |
psu
dic(Y)t(12;Y)(q13.11;p11.32)
|
~0.5-2.5 Mb |
wcp, LSP |
{0}
|
Yp11.32/10-1
|
n.a. |
psu
dic(Y)(p11.32~11.31)
|
~0.4-2.6 Mb |
wcp, LSP |
{0}
|
Yp11.32/11-1
|
Yq11.21/7-1 |
inv(Y)(p11.32q11.21) |
~0.5-1.5 Mb |
wcp, LSP
|
{0}
|
|
Yp11.31
2,500,001-3,000,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
Yp11.31/1-1
|
Xp22.32/1-1
|
der(X)t(X;Y)(p22.32;p11.31)
|
~2.75 Mb
|
LSP
|
{0}
|
Yp11.31/1-2
|
Xp22.32/1-2
|
der(X)t(X;Y)(p22.32;p11.31)
|
~2.75 Mb
|
LSP
|
{0}
|
Yp11.31/2-1
|
Yp11.2/5-1 |
inv(Y)(p11.31p11.2)
|
~2.75 Mb
|
wcp, LSP
|
{0}
|
|
Yp11.2
3,000,001-11,600,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
Yp11.2/1-1
|
Yq11.23/3-1 |
inv(Y)(p11.2q11.23)
|
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/1-2
|
Yq11.23/3-2 |
inv(Y)(p11.2q11.23)
|
~3-6.859727 Mb
|
wcp, LSP
|
{0}
|
Yp11.2/2-1
|
Yq11.22/2-1
Yq11.221/1-1 |
ins(Y)(p11.2q11.221q11.21)
|
6.920-8.634 Mb
|
wcp, LSP
|
{0}
|
Yp11.2/2-2
|
Yq11.21/2-2
Yq11.221/1-2 |
ins(Y)(p11.2q11.221q11.21)
|
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/3-1
|
Yq11.222/1-1 |
inv(Y)(p11.2q11.222) |
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/3-2
|
Yq11.222/1-2 |
inv(Y)(p11.2q11.222) |
~7 Mb
|
wcp, LSP
|
{0}
|
Yp11.2/3-3
|
Yq11.222/1-3 |
inv(Y)(p11.2q11.222) |
~7~9 Mb |
wcp, LSP
|
{0}
|
Yp11.2/3-4
|
Yq11.222/1-4 |
inv(Y)(p11.2q11.22?2) |
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/3-5
|
Yq11.222/1-5 |
inv(Y)(p11.2q11.222) |
~7-10 Mb |
wcp, LSP
|
{0}
|
Yp11.2/4-1
|
Yq11.22/3-1 |
inv(Y)(p11.2q11.2?2)
|
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/4-2
|
Yq11.22/3-2 |
inv(Y)(p11.2q11.2?2)
|
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/4-3
|
Yq11.22/3-3 |
inv(Y)(p11.2q11.2?2)
|
~7 Mb |
wcp, LSP
|
{0}
|
|
Yp11.2/5-1
|
Yp11.31/2-1 |
inv(Y)(p11.31p11.2)
|
~8-11 Mb
|
wcp, LSP
|
{0}
|
Yp11.2/6-1
|
Yq12/2-1 |
inv(Y)(p11.2q12)
|
~3.5-11.1 Mb |
wcp, LSP
|
{0,
11 case I-2}
|
Yp11.2/7-1
|
Yq11.221/2-1 |
inv(Y)(p11.2q11.221~11.222)
|
~3.5-11.1 Mb |
MCB, LSP
|
{0}
|
Yp11.2/7-2
|
Yq11.221/2-2 |
inv(Y)(p11.2q11.221~11.222)
|
10.714553 -
11.214554 (hg18)
|
MCB, LSP (RP11-1126J10 and
RP11-182H20) |
{0}
|
Yp11.2/7-3
|
Yq11.221/2-3 |
inv(Y)(p11.2q11.221~11.222)
|
~3.5-11.1 Mb
|
MCB, LSP
|
{0}
|
Yp11.2/7-4
|
Yq11.221/2-4 |
inv(Y)(p11.2q11.221)
|
~7 Mb
|
wcp, LSP
|
{0}
|
Yp11.2/7-5
|
Yq11.221/2-5 |
inv(Y)(p11.2q11.221)
|
~7-11 Mb
|
wcp, LSP
|
{0}
|
Yp11.2/7-6
|
Yq11.221/2-6 |
inv(Y)(p11.2q11.221~11.222)
|
~7-9 Mb |
wcp, LSP |
{0}
|
Yp11.2/8-1
|
Yp11.3/1-1
Yq11.221/3-1
|
der(Y)(pter->q11.221:
:p11.2->p11.3::q11.221->qter) |
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/9-1
|
Yq11.21/3-1 |
inv(Y)(p11.2q11.21) |
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/9-2
|
Yq11.21/3-2 |
inv(Y)(p11.2q11.21) |
~3.5-11.1 Mb |
wcp, LSP |
{0}
|
Yp11.2/9-3
|
Yq11.21/3-3 |
inv(Y)(p11.2q11.21) |
~3.5-11.1 Mb |
wcp, LSP |
{0}
|
Yp11.2/9-4
|
Yq11.21/3-4 |
inv(Y)(p11.2q11.21) |
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/9-5
|
Yq11.21/3-5 |
inv(Y)(p11.2q11.21) |
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/9-6
|
Yq11.21/3-6 |
inv(Y)(p11.2q11.21) |
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/10-1
|
15p11.2/2-1
Yp11.32/8-1
|
der(Y;15)(Ypter->Yp11.32~11.31:
:Yp11.2->Yp11.32~11.31:
:Yp11.2->Yp11.1::15p11.2->15qter) |
~3.5-11.1 Mb |
wcp, LSP
|
{0}
|
Yp11.2/11-1
|
7p22.3/4-1
|
der(7)t(Y;7)(p11.2~11.1;p22.3)
|
~11-12 Mb |
MCB, LSP
|
{0, 43}
|
Yp11.2/12-1
|
Yq11.222/3-1
Yq11.23/8-1
|
ins(Y)(p11.2q11.222q11.23) |
~5-6 Mb |
wcp, LSP
|
{0}
|
|
Yp11.1
11,600,001-12,500,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
Yp11.1/1-1
|
1q32.2/2-1
|
t(Y;1)(p11.1;q32.2)
|
~12.1-12 Mb
|
cep
|
{0, 11 case T-3}
|
Yp11.1/2-1
|
Yp11.32/1-1 |
inv(Y)(p11.32p11.1)
|
~12.1-12 Mb |
wcp, LSP
|
{0,
11 case I-3}
|
Yp11.1/3-1
|
15p11.2/2-1
Yp11.32/8-1
Yp11.2/10-1
|
der(Y;15)(Ypter->Yp11.32~11.31:
:Yp11.2->Yp11.32~11.31:
:Yp11.2->Yp11.1::15p11.2->15qter) |
~12.1-12 Mb |
wcp, LSP
|
{0}
|
|
|