Thanks for taking the time to share your perspective. I appreciate you engaging with the NSM proposal, and, in particular, ZIP 234.
There have been ongoing discussions over the past couple of years about smoothing the issuance curve, both on the forum and during the biweekly engineering Arborist calls. These discussions have covered the motivation for the NSM, the mechanics of ZIP 234, and alternative designs. For example, there’s a long forum thread that goes into the NSM in detail, including trade-offs around issuance smoothing, supply accounting, and activation timing.
ZIP 233 and ZIP 234 are the two core components of the NSM: ZIP 233 defines a standardized and auditable mechanism for voluntary ZEC burning, while ZIP 234 specifies how new ZEC is issued into future block rewards in response to that activity, using a predictable issuance rule that preserves the 21 million supply cap. Together, these ZIPs define how burn activity is accounted for and how issuance is managed over time.
Regarding your suggestion to preserve the existing halving schedule while allocating newly issued ZEC from the NSM along a separate, smoothed curve: this option was considered and discussed, but ultimately not preferred. The main issue is that it adds complexity by effectively maintaining multiple categories of unissued ZEC, which complicates supply accounting and increases the risk of confusion for exchanges, data providers, and users. ZIP 234 instead treats unissued ZEC as a single pool and applies a simple, deterministic issuance rule, which we believe reduces both conceptual and implementation complexity while still approximating the existing four-year halving cycle.
On the point about the ceremonial value of discrete halving events, it’s fair to acknowledge that halvings have symbolic significance, particularly in Bitcoin. However, for Zcash, the economic effects associated with halving events have been less pronounced, and the protocol is designed to maintain a total supply cap of 21 million ZEC. ZIP 234 maintains that cap and replaces abrupt step changes in issuance with a predictable, continuous curve. A four-year halving anniversary could still be recognized socially, independent of the exact issuance mechanics.