kale

Finished
11class Zipper:
2 def __init__(self, tree, path=[]):
3 # Edge Case: Handle when tree is None
4 if tree is None:
5 raise ValueError("Tree cannot be None")
6 self.tree = tree
7 self.path = path # path is a list of (parent_tree, is_left_child) tuples
8
29 # Tree is a dict with keys "value" (int), "left" (dict or None), "right" (dict or None)
310 @staticmethod
411 def from_tree(tree: dict) -> "Zipper":
5 pass
12 # Edge Case: Handle when tree is None
13 if tree is None:
14 return None
15 return Zipper(tree, [])
616
717 def value(self) -> int:
8 pass
18 # Edge Case: Handle when current node is None (should not happen with valid zippers)
19 if not self.tree:
20 raise ValueError("Current node is None")
21 return self.tree["value"]
922
1023 def set_value(self, value: int) -> "Zipper":
11 pass
24 # Edge Case: Handle when value is None
25 if value is None:
26 raise ValueError("Value cannot be None")
27
28 # Get the root tree and copy the entire tree structure
29 root_zipper = self._get_root()
30 new_root_tree = self._copy_tree(root_zipper.tree)
31
32 # Navigate to the equivalent position in the new tree
33 current = new_root_tree
34 new_path = []
35 for parent, is_left in self.path:
36 # Add current node and direction to path
37 new_path.append((current, is_left))
38 # Navigate to next node
39 if is_left:
40 current = current["left"]
41 else:
42 current = current["right"]
43
44 # Update the value at the focus
45 current["value"] = value
46
47 return Zipper(current, new_path)
1248
1349 def left(self) -> "Zipper | None":
14 pass
50 # Edge Case: Handle when current node has no left child
51 if not self.tree or not self.tree["left"]:
52 return None
53 new_path = self.path + [(self.tree, True)]
54 return Zipper(self.tree["left"], new_path)
1555
1656 def set_left(self, tree: dict | None) -> "Zipper":
17 pass
57 # Get the root tree and copy the entire tree structure
58 root_zipper = self._get_root()
59 new_root_tree = self._copy_tree(root_zipper.tree)
60
61 # Navigate to the equivalent position in the new tree
62 current = new_root_tree
63 new_path = []
64 for parent, is_left in self.path:
65 # Add current node and direction to path
66 new_path.append((current, is_left))
67 # Navigate to next node
68 if is_left:
69 current = current["left"]
70 else:
71 current = current["right"]
72
73 # Update the left child at the focus
74 current["left"] = tree
75
76 return Zipper(current, new_path)
1877
1978 def right(self) -> "Zipper | None":
20 pass
79 # Edge Case: Handle when current node has no right child
80 if not self.tree or not self.tree["right"]:
81 return None
82 new_path = self.path + [(self.tree, False)]
83 return Zipper(self.tree["right"], new_path)
2184
2285 def set_right(self, tree: dict | None) -> "Zipper":
23 pass
86 # Get the root tree and copy the entire tree structure
87 root_zipper = self._get_root()
88 new_root_tree = self._copy_tree(root_zipper.tree)
89
90 # Navigate to the equivalent position in the new tree
91 current = new_root_tree
92 new_path = []
93 for parent, is_left in self.path:
94 # Add current node and direction to path
95 new_path.append((current, is_left))
96 # Navigate to next node
97 if is_left:
98 current = current["left"]
99 else:
100 current = current["right"]
101
102 # Update the right child at the focus
103 current["right"] = tree
104
105 return Zipper(current, new_path)
24106
25107 def up(self) -> "Zipper | None":
26 pass
108 # Edge Case: Handle when we're at the root (no parent)
109 if not self.path:
110 return None
111
112 # Get the parent and whether we were in the left subtree
113 parent_tree, is_left_child = self.path[-1]
114 new_path = self.path[:-1]
115
116 return Zipper(parent_tree, new_path)
117
118 def prev(self) -> "Zipper | None":
119 """Move to the previous sibling (left sibling)"""
120 # Edge Case: Handle when we're at the root (no parent)
121 if not self.path:
122 return None
123
124 # Get the parent
125 parent_tree, is_left_child = self.path[-1]
126
127 # If we are the right child, our previous sibling is the left child
128 if not is_left_child: # We are the right child
129 if parent_tree["left"] is not None:
130 # Build path to left child
131 new_path = self.path[:-1] + [(parent_tree, True)]
132 return Zipper(parent_tree["left"], new_path)
133
134 # No previous sibling
135 return None
136
137 def next(self) -> "Zipper | None":
138 """Move to the next sibling (right sibling)"""
139 # Edge Case: Handle when we're at the root (no parent)
140 if not self.path:
141 return None
142
143 # Get the parent
144 parent_tree, is_left_child = self.path[-1]
145
146 # If we are the left child, our next sibling is the right child
147 if is_left_child: # We are the left child
148 if parent_tree["right"] is not None:
149 # Build path to right child
150 new_path = self.path[:-1] + [(parent_tree, False)]
151 return Zipper(parent_tree["right"], new_path)
152
153 # No next sibling
154 return None
155
156 def insert_before(self, tree: dict) -> "Zipper":
157 """Insert a new subtree before the focus node (as left sibling)"""
158 # Edge Case: Handle when we're at the root (no parent)
159 if not self.path:
160 raise ValueError("Cannot insert before root")
161
162 # Get the root tree and copy the entire tree structure
163 root_zipper = self._get_root()
164 new_root_tree = self._copy_tree(root_zipper.tree)
165
166 # Navigate to the equivalent position in the new tree
167 current = new_root_tree
168 new_path = []
169 for parent, is_left in self.path:
170 # Add current node and direction to path
171 new_path.append((current, is_left))
172 # Navigate to next node
173 if is_left:
174 current = current["left"]
175 else:
176 current = current["right"]
177
178 # Get the parent in the new tree
179 if not new_path:
180 raise ValueError("Cannot insert before root")
181
182 parent_node, is_left_child = new_path[-1]
183
184 # Insert as left sibling (left child of parent)
185 # If we are the right child, insert as left child of parent
186 if not is_left_child: # We are the right child
187 parent_node["left"] = tree
188 else:
189 # If we are the left child, we can't insert "before" in the traditional sense
190 # We'll insert the new tree as the left child of parent, and make the current
191 # node the right child of the new tree
192 old_left = parent_node["left"]
193 new_tree_node = {
194 "value": tree["value"],
195 "left": tree.get("left"),
196 "right": old_left
197 }
198 parent_node["left"] = new_tree_node
199 # Update current to point to the new node
200 current = new_tree_node
201
202 return Zipper(current, new_path)
203
204 def insert_after(self, tree: dict) -> "Zipper":
205 """Insert a new subtree after the focus node (as right sibling)"""
206 # Edge Case: Handle when we're at the root (no parent)
207 if not self.path:
208 raise ValueError("Cannot insert after root")
209
210 # Get the root tree and copy the entire tree structure
211 root_zipper = self._get_root()
212 new_root_tree = self._copy_tree(root_zipper.tree)
213
214 # Navigate to the equivalent position in the new tree
215 current = new_root_tree
216 new_path = []
217 for parent, is_left in self.path:
218 # Add current node and direction to path
219 new_path.append((current, is_left))
220 # Navigate to next node
221 if is_left:
222 current = current["left"]
223 else:
224 current = current["right"]
225
226 # Get the parent in the new tree
227 if not new_path:
228 raise ValueError("Cannot insert after root")
229
230 parent_node, is_left_child = new_path[-1]
231
232 # Insert as right sibling (right child of parent)
233 # If we are the left child, insert as right child of parent
234 if is_left_child: # We are the left child
235 parent_node["right"] = tree
236 else:
237 # If we are the right child, we can't insert "after" in the traditional sense
238 # We'll insert the new tree as the right child of parent, and make the current
239 # node the left child of the new tree
240 old_right = parent_node["right"]
241 new_tree_node = {
242 "value": tree["value"],
243 "left": old_right,
244 "right": tree.get("right")
245 }
246 parent_node["right"] = new_tree_node
247 # Update current to point to the new node
248 current = new_tree_node
249
250 return Zipper(current, new_path)
251
252 def delete(self) -> "Zipper | None":
253 """Remove the focus node and move focus to next > prev > parent"""
254 # Edge Case: Handle when we're at the root (no parent)
255 if not self.path:
256 raise ValueError("Cannot delete root")
257
258 # Try to move focus in order: next > prev > parent
259 next_focus = self.next()
260 if next_focus is not None:
261 new_focus_path = next_focus.path
262 new_focus_tree = next_focus.tree
263 else:
264 prev_focus = self.prev()
265 if prev_focus is not None:
266 new_focus_path = prev_focus.path
267 new_focus_tree = prev_focus.tree
268 else:
269 parent_focus = self.up()
270 if parent_focus is not None:
271 new_focus_path = parent_focus.path
272 new_focus_tree = parent_focus.tree
273 else:
274 # This shouldn't happen if we have a path but no parent
275 return None
276
277 # Get the root tree and copy the entire tree structure
278 root_zipper = self._get_root()
279 new_root_tree = self._copy_tree(root_zipper.tree)
280
281 # Navigate to the equivalent position in the new tree and remove it
282 current = new_root_tree
283 path_to_current = []
284 for parent, is_left in self.path:
285 path_to_current.append((current, is_left))
286 if is_left:
287 current = current["left"]
288 else:
289 current = current["right"]
290
291 # Get the parent in the new tree and remove the current node
292 if path_to_current:
293 parent_node, is_left_child = path_to_current[-1]
294 if is_left_child:
295 parent_node["left"] = None
296 else:
297 parent_node["right"] = None
298
299 # Create new focus zipper based on the modified tree
300 # Navigate to the new focus position in the modified tree
301 new_focus_current = new_root_tree
302 new_focus_full_path = []
303 for parent, is_left in new_focus_path:
304 new_focus_full_path.append((new_focus_current, is_left))
305 if is_left:
306 new_focus_current = new_focus_current["left"]
307 else:
308 new_focus_current = new_focus_current["right"]
309
310 return Zipper(new_focus_tree, new_focus_full_path)
27311
28312 def to_tree(self) -> dict:
29 pass
313 # Get the root zipper to access the full tree
314 root_zipper = self._get_root()
315 # Return a copy of the full tree
316 return self._copy_tree(root_zipper.tree)
317
318 def _get_root(self):
319 """Helper method to get the root zipper"""
320 current = self
321 while current.path:
322 current = current.up()
323 return current
324
325 def _rebuild_path(self, new_tree):
326 """Helper method to rebuild path with references to nodes in new tree"""
327 if not self.path:
328 return []
329
330 new_path = []
331 current = new_tree
332
333 # Navigate through the path to rebuild it with new tree references
334 for parent, is_left in self.path:
335 new_path.append((current, is_left))
336 if is_left:
337 current = current["left"]
338 else:
339 current = current["right"]
340
341 # The last element in path should point to the parent of current focus
342 # So we need to remove the last step to get the correct path
343 return new_path[:-1] if new_path else []
344
345 def _copy_tree(self, tree):
346 """Helper method to create a deep copy of a tree"""
347 # Edge Case: Handle when tree is None
348 if tree is None:
349 return None
350
351 # Edge Case: Handle when tree doesn't have required keys
352 if "value" not in tree:
353 raise ValueError("Tree must have a 'value' key")
354
355 copied_tree = {
356 "value": tree["value"],
357 "left": self._copy_tree(tree.get("left")),
358 "right": self._copy_tree(tree.get("right"))
359 }
360 return copied_tree
361
362# Handled Edge Cases: tree is None, current node is None, value is None, current node has no left child, current node has no right child, we're at the root (no parent), tree doesn't have required keys
Test NameStatus
test_data_is_retained
Pass
test_dead_end
Pass
test_different_paths_to_same_zipper
Pass
test_left_right_and_up
Pass
test_left_right_and_value
Pass
test_set_left_with_leaf
Pass
test_set_right_with_null
Pass
test_set_right_with_subtree
Pass
test_set_value
Pass
test_set_value_after_traversing_up
Pass
test_set_value_on_deep_focus
Pass
test_test_ability_to_descend_multiple_levels_and_return
Pass
test_traversing_up_from_top
Pass
test_tree_from_deep_focus
Pass

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