Mapping RELEASE to camera and filters

These tables contains information regarding how the RELEASE integer corresponds to the cameras and filter set used for an observation.

DR10 (10000) and DR10.1 (10002)

RELEASE

CAMERA

FILTER

PRIMARY

10000/10002

decam

\(g\)

1

10000/10002

decam

\(r\)

1

10000/10002

decam

\(i\)

1

10000/10002

decam

\(z\)

1

10000/10002

wise

\(W1\)

0

10000/10002

wise

\(W2\)

0

10000/10002

wise

\(W3\)

0

10000/10002

wise

\(W4\)

0

DR9

RELEASE

CAMERA

RELEASE

CAMERA

FILTER

PRIMARY

9010/9012

decam

9011

bok

\(g\)

1

9010/9012

decam

9011

bok

\(r\)

1

9010/9012

decam

9011

mosaic

\(z\)

1

9010/9012

wise

9011

wise

\(W1\)

0

9010/9012

wise

9011

wise

\(W2\)

0

9010/9012

wise

9011

wise

\(W3\)

0

9010/9012

wise

9011

wise

\(W4\)

0

Note that all of the objects in DR9 across a total of 1691 bricks have a RELEASE number of 9012 instead of 9010. This was because these bricks required additional processing, which altered the sources that were extracted on these bricks. See also the known issues page.

DR8

RELEASE

CAMERA

RELEASE

CAMERA

FILTER

PRIMARY

8000

decam

8001

bok

\(g\)

1

8000

decam

8001

bok

\(r\)

1

8000

decam

8001

mosaic

\(z\)

1

8000

wise

8001

wise

\(W1\)

0

8000

wise

8001

wise

\(W2\)

0

8000

wise

8001

wise

\(W3\)

0

8000

wise

8001

wise

\(W4\)

0

DR7

RELEASE

CAMERA

FILTER

PRIMARY

7000

decam

\(g\)

1

7000

decam

\(r\)

1

7000

decam

\(z\)

1

7000

wise

\(W1\)

0

7000

wise

\(W2\)

0

7000

wise

\(W3\)

0

7000

wise

\(W4\)

0

DR6

RELEASE

CAMERA

FILTER

PRIMARY

6000

bok

\(g\)

1

6000

bok

\(r\)

1

6000

mosaic

\(z\)

1

6000

wise

\(W1\)

0

6000

wise

\(W2\)

0

6000

wise

\(W3\)

0

6000

wise

\(W4\)

0

DR5

RELEASE

CAMERA

FILTER

PRIMARY

5000

decam

\(g\)

1

5000

decam

\(r\)

1

5000

decam

\(z\)

1

5000

wise

\(W1\)

0

5000

wise

\(W2\)

0

5000

wise

\(W3\)

0

5000

wise

\(W4\)

0

DR4

RELEASE

CAMERA

FILTER

PRIMARY

4000

bok

\(g\)

1

4000

bok

\(r\)

1

4000

mosaic

\(z\)

1

4000

wise

\(W1\)

0

4000

wise

\(W2\)

0

4000

wise

\(W3\)

0

4000

wise

\(W4\)

0