diff --git a/仙术球/5个正四面体戴森球.txt b/仙术球/5个正四面体戴森球.txt
new file mode 100644
index 0000000..87569ef
--- /dev/null
+++ b/仙术球/5个正四面体戴森球.txt
@@ -0,0 +1 @@
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\ No newline at end of file
diff --git a/仙术球/仙术最短_有瑕疵.txt b/仙术球/仙术最短_有瑕疵.txt
new file mode 100644
index 0000000..a136f62
--- /dev/null
+++ b/仙术球/仙术最短_有瑕疵.txt
@@ -0,0 +1 @@
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"C8255C64E9C4B8C3E55E40753F35FC37
\ No newline at end of file
diff --git a/仙术球/刺球.txt b/仙术球/刺球.txt
new file mode 100644
index 0000000..4f964c3
--- /dev/null
+++ b/仙术球/刺球.txt
@@ -0,0 +1 @@
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