Spec alignment when adding entries

draft-ietf-httpbis-cache-digest.md

@@ -214,23 +214,24 @@ the ETag is available; otherwise, null);
 3. Let `N` be the value of the second to fifth bytes of `digest-value` in big endian form.
 4. Let `key` be the return value of {{key}} with `URL` and `ETag` as inputs.
 5. Let `h1` be the return value of {{hash}} with `key` and `N` as inputs.
-6. Let `fingerprint` be the return value of {{fingerprint}} with `key` and `f` as inputs.
-7. Let `h2` be the return value of {{hash2}} with `h1`, `fingerprint` and `N` as inputs.
+6. Let `dest_fingerprint` be the return value of {{fingerprint}} with `key` and `f` as inputs.
+7. Let `h2` be the return value of {{hash2}} with `h1`, `dest_fingerprint` and `N` as inputs.
 8. Let `h` be either `h1` or `h2`, picked in random.
 9. While `maxcount` is larger than zero:
     1. Let `position_start` be 40 + `h` * `f` \* `b`.
     2. Let `position_end` be `position_start` + `f` \* `b`.
     3. While `position_start` < `position_end`:
         1. Let `bits` be `f` bits from `digest_value` starting at `position_start`.
-        2. If `bits` is all zeros, set `bits` to `fingerprint` and terminate these steps.
+        2. If `bits` is all zeros, set `bits` to `dest_fingerprint` and terminate these steps.
         3. Add `f` to `position_start`.
     4. Let `e` be a random number from 0 to `b`.
     5. Substract `f` * (`b` - `e`) from `position_start`.
     6. Let `bits` be `f` bits from `digest_value` starting at `position_start`.
-    7. Let `dest_fingerprint` be the value of bits, read as big endian.
-    8. Set `bits` to `fingerprint`.
-    9. Let `h` be {{hash2}} with `h`, `dest_fingerprint` and `N` as inputs.
-    10. Substract 1 from `maxcount`.
+    7. Let `fingerprint` be the value of bits, read as big endian.
+    8. Set `bits` to `dest_fingerprint`.
+    9. Set `dest_fingerprint` to `fingerprint`.
+    10. Let `h` be {{hash2}} with `h`, `dest_fingerprint` and `N` as inputs.
+    11. Substract 1 from `maxcount`.
 13. Substract `f` from `position_start`.
 14. Let `fingerprint` be the `f` bits starting at `position_start`.
 15. Let `h1` be `h`