Hi Team,
I am interested in modeling the survival of ducklings in relation to landscape variables. To collect this data we marked the brood-rearing female and obtained visual counts of brood size at somewhat regular intervals throughout the breeding season. But as sightings were not guaranteed I am using the nest survival model to conduct this analysis as it will help deal with the ragged nature of the data. Ducklings are considered "fledged" at 30 days so I am using a 30 occasions history (1 day = 1 occasion). My main research question is if the composition of the habitat surrounding the brood impact's survival as the brood moves through the landscape. Much like the mallard example I have the proportion of grassland surrounding the brood and use it as an individual covariate. 
My question is this: does it make sense to change the value of an individual covariate part way through the occasions (i.e. can I change the value of a individual covariate within a DM column)?. 
For example; the brood travels from pond A to pond B in its 1st week of life, then in week 2 travels from pond B to pond C and stays there until 30 days old. The proportion of grass surrounding pond A & B = PpnG1, and the proportion of grass around pond B & C = PpnG2. When using a design matrix to test the model of a linear trend in survival and the amount of grass (i.e. S(time) ~ PpnG) is the following design matrix correct?
AND...If so, is there an easy way to build these design matrices within RMark? I can easily complie them within MARK but am unsure how to specify a changing DM individual covariate in R.
model: S(time) ~ PpnG
Int	B1	B2
1	1	PpnG1
1	2	PpnG1
1	3	PpnG1
1	4	PpnG1
1	5	PpnG1
1	6	PpnG1
1	7	PpnG1
1	8	PpnG2
1	9	PpnG2
1	10	PpnG2
1	11	PpnG2
1	12	PpnG2
1	13	PpnG2
1	14	PpnG2
1	15	PpnG2
1	16	PpnG2
1	17	PpnG2
1	18	PpnG2
1	19	PpnG2
1	20	PpnG2
1	21	PpnG2
etc... to 30
Thanks for the help and suggestions
-David