Removing debugging code

main.py

@@ -0,0 +1,33 @@
+#!/usr/bin/env python
+
+import argparse
+from noid import Minter
+
+
+if __name__ == "__main__":
+    parser = argparse.ArgumentParser(prog="noid", description="Generate noid, archival persistent identifiers")
+    subparsers = parser.add_subparsers(dest="command")
+    new_sp = subparsers.add_parser("new")
+    new_sp.add_argument("name")
+    new_sp.add_argument("template")
+    mint_sp = subparsers.add_parser("mint")
+    mint_sp.add_argument("name")
+
+    args = parser.parse_args()
+
+    match args.command:
+        case "new":
+            minter = Minter()
+            if (total := minter.parse_template(args.template)) > 0:
+                minter.initcounters()
+                print(f"The minter is ready. {total} noid are ready to be minted.")
+            else:
+                print("Someting happened, probably a problem with the template: {args.template}")
+            minter.store(f"{args.name}.noid")
+        case "mint":
+            minter = Minter.load(f"{args.name}.noid")
+            print(f"New noid: {minter.genid()}")
+            minter.store(f"{args.name}.noid")
+        case _:
+            parser.print_help()
+        

noid.py

@@ -1,5 +1,7 @@
 #!/usr/bin/env python
 
+import random
+
 from dataclass_persistence import Persistent
 from dataclasses import dataclass, field
 from typing import ClassVar
@@ -7,6 +9,7 @@ from typing import ClassVar
 
 @dataclass
 class Counter():
+    rank: int
     top: int
     value: int
 
@@ -14,6 +17,7 @@ class Counter():
 @dataclass
 class Minter(Persistent):
     legalstring: ClassVar[str] = "0123456789bcdfghjkmnpqrstvwxz"
+    xdig: tuple[str] = tuple(legalstring)
     alphacount: ClassVar[int] = len(legalstring)
     digitcount: ClassVar[int] = 10
     
@@ -71,7 +75,18 @@ class Minter(Persistent):
         #      - value + (index * percounter)
         #      - mask
         # 10. return the noid
-        return ""
+        if self.oacounter >= self.oatop:
+            raise Exception("noid are exhausted.")
+        s = len(self.active_counters)
+        if s < 1:
+            raise Exception("noid are exhausted.")
+        idx = random.randrange(s)
+        c = self.active_counters[idx]
+        c.value += 1
+        self.oacounter += 1
+        if c.value >= c.top:
+            self.active_counters.pop(idx)
+        return self._n2xdig(c.value + (c.rank * self.percounter))
 
     def initcounters(self) -> None:
         # 1. [X] Initialize oacounter to 0
@@ -89,14 +104,18 @@ class Minter(Persistent):
         #      - set value of this counter to 0
         #      - add the counter to saclist
         #      - substract pctr from t
+        self.active_counters = []
+        self.inactive_counters = []
         maxcounters = 293
         self.percounter = int(self.oatop / maxcounters + 1)
         t = self.oatop
+        n = 0
         while t > 0:
             top = self.percounter if t >= self.percounter else t
-            c = Counter(top=top, value=0)
+            c = Counter(top=top, value=0, rank=n)
             self.active_counters.append(c)
             t -= self.percounter
+            n += 1
 
     def _n2xdig(self, num) -> str:
         # 1. Initialize s to ''
@@ -118,10 +137,71 @@ class Minter(Persistent):
         #   - s = self.legalstring[remainder] + s
         # 7. if mask contains a 'k' then add a '+' at the end of s
         # 8. return s
-        return ""
+        s = ""
+        varwidth = 0
+        rmask = list(self.template)
+        rmask.reverse()
+        while num != 0 or not varwidth:
+            if not varwidth:
+                try:
+                    c = rmask.pop(0)
+                except IndexError:
+                    print(self)
+                    break
+                match c:
+                    case "r":
+                        break
+                    case "s":
+                        break
+                    case "e":
+                        div = self.alphacount
+                    case "d":
+                        div = self.digitcount
+                    case "z":
+                        varwidth = 1
+                        continue
+                    case "k":
+                        continue
+            remainder = num % div
+            num = int(num / div)
+            s = self.xdig[remainder] + s
+        if self.template[-1] == "k":
+            s += "+"
+        return s
 
-    def _checkbar(self, id):
-        pass
+    def _checkchar(self, id):
+        # 1. Return undef if id is not set
+        # 2. init lastchar to last char of the id, and remove that char from id
+        # 3. init pos to 1
+        # 4. init sum to 0
+        # 5. declare c
+        # 6. for each character of the id
+        #    - get the ordinal value of the character
+        #    - increment sum with the pos * the index value of the char in legalstring
+        #    - increment pos
+        # 7. init checkchar to the value of xdig[sum % alphacount]
+        # 8. return the concat of id and checkchar is lastchar equal to '+' or checkchar
+        # 9. return None
+        if id is None:
+            return None
+        lastchar = id[-1]
+        sum = 0
+        for idx, char in enumerate(id[:-1], 1):
+            sum += idx * (self.legalstring.index(char) if self.legalstring.index(char) else 0)
+        checkchar = self.xdig[sum % self.alphacount]
+        if lastchar == "+" or lastchar == checkchar:
+            return id[:-1] + checkchar
+        else:
+            return None
+
+    def mint(self, n=1):
+        for _ in range(n):
+            _id = self.genid()
+            if self.template[-1] == "k":
+                _id = self._checkchar(_id)
+                if _id is not None:
+                    return self.prefix + _id
+            return self.prefix + _id
 
 
 if __name__ == "__main__":

test_app.py

@@ -0,0 +1,28 @@
+import pytest
+
+from noid import Minter
+from collections import Counter
+
+if __name__ == "__main__":
+    dedupe = Counter()
+    noid = Minter()
+    noid.parse_template("rek")
+    print(noid.template)
+    noid.initcounters()
+    print(noid.oatop)
+    print(noid.active_counters)
+    print(noid.oacounter)
+    print(len(noid.active_counters))
+    print("---" * 10)
+    for i in range(noid.oatop + 2):
+        print(f"--> {i=}")
+        try:
+            n = noid.mint()
+            print("noid:", n)
+            print(noid.active_counters)
+            print(noid.inactive_counters)
+            dedupe.update([n])
+        except Exception:
+            print(noid)
+            print("Noid are exhausted")
+    print(f"{dedupe=}")

test_initcounter.py

@@ -20,11 +20,11 @@ class TestInitCounters:
         m.oatop = 293
         m.initcounters()
 
-        assert len(m.active_counters) == 1
-        assert m.active_counters[0].top == 293
+        assert len(m.active_counters) == 147
+        assert m.active_counters[0].top == 2
         assert m.active_counters[0].value == 0
         assert m.oacounter == 0
-        assert m.percounter == 0  # 293 / 293 + 1 = 2 (mais l'algo donne 1)
+        assert m.percounter == 2
 
     def test_initcounters_with_one_more_than_maxcounters(self):
         """Test avec oatop = 294 (maxcounters + 1)"""
@@ -32,12 +32,12 @@ class TestInitCounters:
         m.oatop = 294
         m.initcounters()
 
-        assert len(m.active_counters) == 2
-        assert m.active_counters[0].top == 293
-        assert m.active_counters[1].top == 1
+        assert len(m.active_counters) == 147
+        assert m.active_counters[0].top == 2
+        assert m.active_counters[1].top == 2
         assert all(c.value == 0 for c in m.active_counters)
         assert m.oacounter == 0
-        assert m.percounter == 2  # 294 / 293 + 1 = 2
+        assert m.percounter == 2
 
     def test_initcounters_with_two_maxcounters(self):
         """Test avec oatop = 586 (2 * maxcounters)"""
@@ -45,11 +45,11 @@ class TestInitCounters:
         m.oatop = 586
         m.initcounters()
 
-        assert len(m.active_counters) == 2
-        assert all(c.top == 293 for c in m.active_counters)
+        assert len(m.active_counters) == 196
+        assert all(c.top == 3 for c in m.active_counters[:-2])
         assert all(c.value == 0 for c in m.active_counters)
         assert m.oacounter == 0
-        assert m.percounter == 2  # 586 / 293 + 1 = 3 (mais l'algo donne 2)
+        assert m.percounter == 3
 
     def test_initcounters_with_large_value(self):
         """Test avec une grande valeur de oatop (1000)"""
@@ -59,7 +59,7 @@ class TestInitCounters:
 
         # 1000 / 293 ≈ 3.41 → percounter = 4
         # 1000 / 4 = 250 compteurs
-        expected_count = (1000 + 293 - 1) // 293  # Division entière arrondie vers le haut
+        expected_count = int(1000 / 4)  # Division entière arrondie vers le haut
         assert len(m.active_counters) == expected_count
 
         # Vérification de la somme des tops
@@ -67,9 +67,8 @@ class TestInitCounters:
         assert total == 1000
 
         # Vérification que tous les compteurs sauf le dernier ont top = 293
-        for i in range(expected_count - 1):
-            assert m.active_counters[i].top == 293
-        assert m.active_counters[-1].top == 1000 - 293 * (expected_count - 1)
+        for i in range(expected_count):
+            assert m.active_counters[i].top == 4
 
         assert all(c.value == 0 for c in m.active_counters)
         assert m.oacounter == 0
@@ -85,7 +84,7 @@ class TestInitCounters:
         m.oatop = 200
         m.initcounters()
 
-        assert len(m.active_counters) == (200 + 293 - 1) // 293
+        assert len(m.active_counters) == 200
         assert m.oacounter == 0
         assert all(c.value == 0 for c in m.active_counters)
 
@@ -103,10 +102,10 @@ class TestInitCounters:
     def test_initcounters_percounter_calculation(self):
         """Test que percounter est calculé correctement"""
         test_cases = [
-            (0, 0),
-            (293, 1),   # 293 / 293 + 1 = 2 mais l'algo donne 1
+            (0, 1),
+            (293, 2),   # 293 / 293 + 1 = 2
             (294, 2),   # 294 / 293 + 1 = 2
-            (586, 2),   # 586 / 293 + 1 = 3 mais l'algo donne 2
+            (586, 3),   # 586 / 293 + 1 = 3
             (1000, 4),  # 1000 / 293 + 1 = 4
             (10000, 35) # 10000 / 293 + 1 = 35
         ]