プリント情報(code:1321-24-142)を更新しました。

Modified In Workdir:学習の達成_21_数学_学図_2.dat

学習の達成_21_数学_学図_2.dat

@@ -9277,8 +9277,8 @@
     "imageFile": "J:\\中学編集\\中学編集共通\\☆中学バラプリント\\バラ全体\\自動集計・集計アプリ\\●紙面画像\\☆紙面BMPデータ\\13学習の達成・数学\\1324数学学達２年学図\\1321-24-142.bmp",
     "imageWidth": 1654,
     "imageHeight": 2339,
-    "update": "2021/02/25T11:55:19.172",
-    "updateTime": "2021/02/25 11:55:19",
+    "update": "2021/03/18T09:46:45.533",
+    "updateTime": "2021/03/18 09:46:45",
     "numberOfAttributes": 11,
     "attributes": [
       {
@@ -9330,7 +9330,7 @@
         "middleQuestion": "",
         "smallQuestion": "",
         "summary": "平行四辺形の性質",
-        "trend": "",
+        "trend": "平行四辺形と二等辺三角形",
         "sameQuestion": ""
       },
       {
@@ -9342,8 +9342,8 @@
         "largeQuestion": "2",
         "middleQuestion": "ア",
         "smallQuestion": "",
-        "summary": "平行四辺形になるための条件",
-        "trend": "",
+        "summary": "平行四辺形になることの証明",
+        "trend": "平行四辺形の対辺",
         "sameQuestion": ""
       },
       {
@@ -9356,7 +9356,7 @@
         "middleQuestion": "イ",
         "smallQuestion": "",
         "summary": "",
-        "trend": "",
+        "trend": "合同な図形の対応する辺",
         "sameQuestion": ""
       },
       {
@@ -9369,7 +9369,7 @@
         "middleQuestion": "ウ",
         "smallQuestion": "",
         "summary": "",
-        "trend": "",
+        "trend": "錯角と平行線",
         "sameQuestion": ""
       },
       {
@@ -9382,7 +9382,7 @@
         "middleQuestion": "エ",
         "smallQuestion": "",
         "summary": "",
-        "trend": "",
+        "trend": "平行四辺形になるための条件",
         "sameQuestion": ""
       },
       {
@@ -9395,7 +9395,7 @@
         "middleQuestion": "",
         "smallQuestion": "",
         "summary": "平行四辺形になることの証明",
-        "trend": "",
+        "trend": "平行四辺形になることの証明",
         "sameQuestion": ""
       },
       {
@@ -9421,7 +9421,7 @@
         "middleQuestion": "",
         "smallQuestion": "",
         "summary": "",
-        "trend": "",
+        "trend": "平行四辺形と二等辺三角形",
         "sameQuestion": ""
       }
     ],