revert: 暂回滚选路呈现两主因修复(干线偏移+非候选降透明)——ui_click_probe卡死归因隔离用(该修复与推进逻辑无数据面交集但实证相关,卡因待专项归因;修复本体挂单独批回炉)
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@@ -394,9 +394,6 @@ func _draw_graph(canvas: Control) -> void:
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var visited: Array = _runner.visited_ids()
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var cand_ids: Array = _runner.next_candidate_ids()
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# 连线(通道)先行画(方块覆盖其上);悬停预承诺 = 所属通道再增亮(加粗)
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# T17 修复:选路停点(候选非空)非候选通道降透明——金岔路从结构网分离(干线共线重叠缺陷的
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# 视觉主因:不同源通道共用同一垂直干线,金边与石色边焊接成「整列可走」假象)
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var dim_passages: bool = not cand_ids.is_empty()
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for node in nodes:
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var from: Vector2 = pos[node]
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for tid in _out_ids(node, nodes):
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@@ -406,7 +403,7 @@ func _draw_graph(canvas: Control) -> void:
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var to: Vector2 = pos[target]
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var lit: bool = _id_of(node) == current_id and cand_ids.has(tid)
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var hovered: bool = lit and _hover_id == tid
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var col := COL_PASSAGE_LIT if lit else (Color(COL_PASSAGE, 0.35) if dim_passages else COL_PASSAGE)
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var col := COL_PASSAGE_LIT if lit else COL_PASSAGE
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var width := 4.0 if hovered else (3.0 if lit else 2.0) # 样张 v1 冻结:2/3/4(原 1.5 取整)
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_draw_passage(canvas, from, to, col, width)
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# 房间方块
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@@ -514,9 +511,6 @@ func _draw_passage(canvas: Control, from: Vector2, to: Vector2, col: Color, widt
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var b := to - Vector2(NODE_HALF.x, 0)
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if b.x < a.x:
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return
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# T17 修复:垂直干线 x 按源节点 y 偏移——不同源的边不再共线重叠(旧 mid_x=中点使相邻层
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# 全部通道焊成一条干系,「金岔路+整列可走」误读的直接几何根源)。同源双边仍共线(同出发
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# 点语义正确),跨源分离度 = 源行距 × 0.2(L2 行距 ~58px → 偏移 ~12px 可辨)。
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var mid_x := (a.x + b.x) / 2.0 + (a.y - b.y) * 0.2
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var mid_x := (a.x + b.x) / 2.0
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var pts := PackedVector2Array([a, Vector2(mid_x, a.y), Vector2(mid_x, b.y), b])
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canvas.draw_polyline(pts, col, width)
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