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ChromosOmics
- Database
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CHROMOSOME 1q3 -
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![](data:image/png;base64,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)
|
1q31
185,800,001-198,700,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q31/1-1
|
1q25.1/4-1
|
dup(1)(q25.1q31)
|
~186.3-198.2 Mb
|
MCB
|
{0}
|
1q31/2-1
|
1q12/5-1 |
der(1)(pter->q31:
:q31->q12::q31->qter) |
~186.3-198.2
Mb
|
MCB
|
{0,
67}
|
1q31/3-1
|
1q43/13-1 |
der(1)dup(1)(q31q43~44)
|
~186.3-198.2
Mb
|
MCB
|
{0,
32 case 1}
|
1q31/4-1
|
4q31.1/1-1
4q33/1-1 |
ins(1;4)(q31;q33q31.1)
|
~186.3-198.2
Mb
|
MCB
|
{0,
4}
|
|
1q31.1
185,800,001-190,800,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q31.1/1-1
|
2q35/1-1 |
t(1;2)(p31.1;q35)
|
~186.3-190.3 Mb
|
MCB
|
{0}
|
1q31.1/2-1
|
1q32.1/5-1 |
dup(1)(q31.1q32.1) |
~187 Mb
|
LSP |
{0}
|
1q31.1/3-1
|
1q25.2/1-1 |
inv(1)(q25.2q31.1) |
~186.3-190.3 Mb
|
MCB |
{0,
68}
|
1q31.1/4-1
|
1q24.3/1-1
1q31.1/5-1
3p26.2/4-1
3p26.2/5-1
4q12/6-1
|
del(1)(q24.3q31.1),
der(3)(4qter->4q12:
:1q24.3->1q31.1:
:3p26.2->3qter),
der(4)t(3;4)(p26.2;q12) |
186.549764 Mb
|
MCB, aCGH |
{0,
84}
|
1q31.1/5-1
|
1q24.3/1-1
1q31.1/4-1
3p26.2/4-1
3p26.2/5-1
4q12/6-1
|
del(1)(q24.3q31.1),
der(3)(4qter->4q12:
:1q24.3->1q31.1:
:3p26.2->3qter),
der(4)t(3;4)(p26.2;q12) |
187.681865 Mb
|
MCB, aCGH |
{0,
84}
|
|
1q31.2
190,800,001-193,800,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q31.2/1-1
|
1q43/10-1 |
der(1)(pter->q43:
:q43->q31.2:) |
~191.3-193.3 Mb
|
MCB
|
{0,
56}
|
1q31.2/2-1
|
1q32.1/6-1 |
inv(1)(q31.2q32.1) |
~191.3-193.3
Mb
|
MCB
|
{0,
11 case I-10}
|
1q31.2/3-1
|
1p31.2/3-1
1q32/4-1
|
ins(1)(p31.2q31.2q32)
|
~191.3-193.3
Mb
|
MCB
|
{0}
|
|
1q31.3
193,800,001-198,700,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q31.3/1-1
|
1q43/2-1
|
inv(1)(q31.3q43) |
~195 Mb
|
MCB
|
{0}
|
1q31.3/2-1
|
1q23/1-1
18q22/1-1
|
ins(18;1)(q22;q23q31.3~32) |
~195-200 Mb
|
MCB
|
{0,
32 case 2}
|
1q31.3/3-1
|
1q23.1/4-1
|
inv(1)(q23.1q31.3) |
~194.3-198.2 Mb
|
LSP |
{0}
|
1q31.3/4-1
|
9p21.3/4-1
9q13/12-1
|
der(1)t(1;9)(q31.3;q13),
der(3)(9pter->9p21.3:
:3p14->3q12::14q13->
14qter),der(9)(3pter->
3p24::3q24->3q12::3p24->
3p14::9p21.3->9q13::
1q31.1->1qter),
der(14)t(3;14)(q13;q24) |
~194.3-198.2 Mb
|
MCB
|
{0,
30}
|
|
1q32
198,700,001-214,500,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q32/1-1
|
1q42.2/1-1 |
der(1)(pter->q42.2::q32->qter)
|
~199.2-214 Mb
|
MCB
|
{0}
|
1q32/2-1
|
4q27/2-1
6q21/2-1
7q22/1-1 |
t(1;7)(q32;q22),
t(4;6)(q27;q21) |
~199.2-214 Mb
|
MCB
|
{0}
|
1q32/3-1
|
1q43/11-1 |
der(1)(pter->q43::q43->q32:) |
~199.2-214 Mb
|
MCB
|
{0}
|
1q32/4-1
|
1p31.2/3-1
1q31.2/3-1
3p24/4-1
3p14/2-1
3q12/3-1
3q24/7-1
14q13/7-1
|
ins(1)(p31.2q31.2q32)
|
~199.2-214 Mb
|
MCB
|
{0}
|
1q32/4-1
|
2q24.2/3-1
18q22.1/3-1
18q22.1/4-1
|
t(1;2;18)(q32;q24.2;q22.1) |
~199.2-214 Mb
|
wcp
|
{0,
74}
|
|
1q32.1
198,700,001-207,200,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q32.1/1-1
|
1q42.3/2-1 |
inv(1)(q32.1q42.3)
|
~199.2-206.7 Mb
|
MCB
|
{0}
|
1q32.1/2-1
|
1q42.1/2-1 |
del(1)(q32.1q42.1) |
~199.2-206.7 Mb
|
MCB
|
{0}
|
1q32.1/3-1
|
1q23.1/1-1 |
del(1)(q23.1q32.1) |
~199.2-206.7
Mb
|
MCB
|
{0}
|
1q32.1/4-1
|
6q27/2-1 |
der(6)t(1;6)(q32.1;q27) |
~199.2-206.7
Mb
|
MCB
|
{0}
|
1q32.1/5-1
|
1q31.1/2-1 |
dup(1)(q31.1q32.1) |
199.647085-
200.443048 Mb
|
LSP |
{0}
|
1q32.1/6-1
|
1q31.2/2-1 |
inv(1)(q31.2q32.1) |
~199.2-206.7
Mb |
MCB
|
{0,
11 case I-10}
|
1q32.1/7-1
|
1p32.3/3-1 |
inv(1)(p32.3q32.1) |
~199.2-206.7
Mb |
MCB
|
{0,
11 case I-8}
|
1q32.1/7-2
|
1p32.3/3-2 |
inv(1)(p32.3q32.1) |
~199.2-206.7
Mb |
MCB
|
{0}
|
1q32.1/8-1
|
17p11.2/8-1 |
t(1;17)(q32.1;p11.2) |
~206-207 Mb
|
wcp, LSP
|
{0}
|
1q32.1/9-1
|
12p13.1/10-1 |
t(1;12)(q32.1;p13.1) |
~200-204 Mb
|
wcp, LSP
|
{0}
|
1q32.1/10-1
|
1q25.1/5-1 |
inv(1)(q25.1q32.1) |
~200.5-204.4
Mb
|
wcp, LSP |
{0}
|
|
1q32.11
not included in UCSC!
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q32.11/1-1
|
|
|
|
|
{0}
|
|
1q32.12
not included in UCSC!
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q32.12/1-1
|
|
|
|
|
{0}
|
|
1q32.13
not included in UCSC!
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q32.13/1-1
|
|
|
|
|
{0}
|
|
1q32.2
207,200,001-211,500,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q32.2/1-1
|
1q41/5-1
|
dup(1)(q32.2q41)
|
~207.7-211 Mb
|
LSP |
{0}
|
1q32.2/2-1
|
Yp11.1/1-1 |
t(Y;1)(p11.1;q32.2)
|
~207.7-211 Mb
|
MCB
|
{0,
11 case T-3}
|
|
1q32.3
211,500,001-214,500,000
|
case no.
|
alternative case
number
|
rearrangement |
mol. breakpoint
(hg19)
|
test methods |
Reference
|
1q32.3/1-1
|
11p15.1/2-1 |
t(1;11)(q32.3;p15.1)
|
~213-214 Mb
|
LSP |
{0}
|
1q32.3/2-1
|
1q42.1/8-1 |
inv(1)(q32.3q42.1)
|
~212-214 Mb
|
MCB
|
{0}
|
1q32.3/3-1
|
15q13.2/2-1 |
t(1;15)(q32.3;q13.2)
|
~209-210 Mb
|
wcp, LSP
|
{0}
|
|
|