![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfqOBMOcw6sG12H7QUPNG49MfAfgYbSss4SqY1xOQaTKLBQm4GEmgBqZEF_75bdGYZvldCkbEt2b1HxV0Gq5YloQz9IM2zVBKYibpLPBZkPH50eoT7EG7BNsrSxNccgM0jYFsUZB5A5Ww/s400/sdhpi_vs_cs.png)
Case-Shiller is shifted back one month: the most recent point ("March 2008", published May 25) is plotted in February on the chart.
The agreement seems to be quite good, SDHPI is a bit more "bearish" than C-S, possibly because C-S assigns higher weights to expensive houses and SDHPI weighs everyone equally.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs-XKkfcjdbgEK2nlomGIOKs0OrQcZndsyUI5PV7iR2wQ_nh6kiEU2faltjZ9pkBy0Nz4kSZ19Z12Lx9WoKHeUvnesl3VN4kKTjaKAcD19usCrevK6Oumpo03c68F54jzB-R3toUO507M/s400/sdhpi_vs_cs_tiers.png)
Even better agreement in low and middle tiers, clear discrepancy in the high tier. It's mainly because SDHPI's high tier is geographical and C-S's high tier is price based. Larger properties from middle and even low SDHPI tiers occasionally end up in C-S's high tier. Clearly, price stability has more to do with geographic factors (schools, crime, demographics) than with absolute price values.
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