Wanda Brunner is evaluating the two tranches shown below for a hypothetical sequential-pay CMO structure.
Tranche
OAS (bps)
Z-spread (bps)
Effective duration
I
95
100
4.25
II
100
90
4.25
Which CMO tranche should Brunner trade?
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Tranche I option cost = 100 – 95 = 5 basis points Tranche II option cost = 100 – 90 = 10 basis points Tranche I has a higher OAS and lower option cost than Tranche II, and the effective durations of the two tranches are equal. Therefore:
Generally speaking, an analyst would like the adjusted spread (OAS) to be:
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Generally speaking, an analyst would like the OAS to be big.
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