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\OT1/bch/b/n/12 Acknowledgement. \OT1/bch/m/n/12 We thank Ian Mor-ri-son for br
ing-ing our at-ten-tion to [[]],
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[]\OT1/bch/m/n/12 For $\U/eur/m/n/12 m \OMS/cmsy/m/n/12 ^^] \U/eur/m/n/12 0$\OT
1/bch/m/n/12 , we have the Grothendieck em-bed-ding (2.1[]) such that $\U/eur/m
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\OT1/bch/m/n/12 (cf. [[]]). We quickly re-ca-pit-u-late the al-go-rithm here: G
iven $\U/eur/m/n/12 S \U/euf/m/n/12 = \U/eur/m/n/12 k\U/euf/m/n/12 [\U/eur/m/n/
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