Goldman: The Fed Needs To Print $4 Trillion In New Money
by Tyler Durden
With just over a week left to the QE2 announcement, discussion over the amount, implications and effectiveness of QE2 are almost as prevalent (and moot) as those over the imminent collapse of the MBS system. Although whereas the latter is exclusively the provenance of legal interpretation of various contractual terms, and as such most who opine either way will soon be proven wrong to quite wrong, as in America contracts no longer are enforced (did nobody learn anything from the GM/Chrysler fiasco for pete’s sake), when it comes to printing money the ultimate outcome will certainly have an impact. And the more the printing, the better. One of the amusing debates on the topic has been how much debt will the Fed print. Those who continue to refuse to acknowledge that the economy is in a near-comatose state, of course, hold on to the hope that the amount will be negligible: something like $500 billion (there was a time when half a trillion was a lot of money). A month ago we stated that the full amount will be much larger, and that the Fed will be a marginal buyer of up to $3 trillion. Turns out, even we were optimistic. A brand new analysis by Jan Hatzius, which performs a top down look at how much monetary stimulus is needed to fill the estimated 300 bps hole between the -7% Taylor Implied Funds Rate (of which, Hatzius believes, various other Federal interventions have already filled roughly 400 bps of differential) and the existing 0.2% FF rate. Using some back of the envelope math, the Goldman strategist concludes that every $1 trillion in new LSAP (large scale asset purchases) is the equivalent of a 75 bps rate cut (much less than comparable estimates by Dudley, 100-150bps, and Rudebusch, 130bps). In other words: the Fed will need to print $4 trillion in new money to close the Taylor gap. And here we were thinking the economy is in shambles. Incidentally, $4 trillion in crisp new dollar bills (stores in bank excess reserve vaults) will create just a tad of buying interest in commodities such as gold and oil…
Here is the math.