<?xml version="1.0" standalone="yes"?>
<dstMasterTables xmlns="http://tempuri.org/dstMasterTables.xsd">
  <xs:schema id="dstMasterTables" targetNamespace="http://tempuri.org/dstMasterTables.xsd" xmlns:mstns="http://tempuri.org/dstMasterTables.xsd" xmlns="http://tempuri.org/dstMasterTables.xsd" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:msdata="urn:schemas-microsoft-com:xml-msdata" attributeFormDefault="qualified" elementFormDefault="qualified">
    <xs:element name="dstMasterTables" msdata:IsDataSet="true" msdata:UseCurrentLocale="true">
      <xs:complexType>
        <xs:choice minOccurs="0" maxOccurs="unbounded">
          <xs:element name="tbl編みかた">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s編みかた名" msdata:Caption="編みかた名" type="xs:string" default="" />
                <xs:element name="f_iひも番号" type="xs:short" default="1" />
                <xs:element name="f_s編みひも名" type="xs:string" default="" />
                <xs:element name="f_b縁専用区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_b底使用区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_i周あたり段数" type="xs:short" default="1" minOccurs="0" />
                <xs:element name="f_i本幅初期値" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_iひも数" type="xs:short" default="1" minOccurs="0" />
                <xs:element name="f_b周連続区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_d高さ比率対ひも幅" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_d垂直ひも長比率対ひも幅" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長比率対周長" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長加算1目あたり" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも1幅係数1目あたり" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長加算1周あたり" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長加算ひもあたり" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_b集計対象外区分初期値" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_d厚さ" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_bCraftBandMesh" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandSquare45" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandKnot" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandSquare" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandHexagon" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tblバンドの種類">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_sバンドの種類名" type="xs:string" />
                <xs:element name="f_i本幅" type="xs:short" default="1" minOccurs="0" />
                <xs:element name="f_dバンド幅" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_i基本のひも幅" type="xs:string" default="0" minOccurs="0" />
                <xs:element name="f_s長さと重さ" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_d短い横ひも長のばらつき" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d縦ひも間の最小間隔" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d差しひもの径" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d差しひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d垂直ひも加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d底の厚さ" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d立ち上げ時の四角底周の増分" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d立ち上げ時の楕円底周の増分" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d楕円底円弧の半径加算" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d楕円底周の加算" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも間のすき間初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長係数初期値" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_s色リスト" msdata:Caption="色リスト" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_dコマ寸法係数a" type="xs:double" default="0.95" minOccurs="0" />
                <xs:element name="f_dコマ寸法係数b" type="xs:double" default="0.2" minOccurs="0" />
                <xs:element name="f_dコマ要尺係数a" type="xs:double" default="0.98" minOccurs="0" />
                <xs:element name="f_dコマ要尺係数b" type="xs:double" default="0.7" minOccurs="0" />
                <xs:element name="f_d四つ畳みひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d目と数える端の目" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_s本幅の幅リスト" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s製品情報" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tbl付属品">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s付属品名" type="xs:string" default="" />
                <xs:element name="f_iひも番号" type="xs:short" default="1" />
                <xs:element name="f_s付属品ひも名" type="xs:string" default="" />
                <xs:element name="f_b巻きひも区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_i本幅初期値" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_iひも数" type="xs:short" default="1" minOccurs="0" />
                <xs:element name="f_d長さ比率対ひも1" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_d長さ加減対ひも1" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長比率対長さ" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長加算" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d巻きの厚み" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d巻き回数比率" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_b集計対象外区分初期値" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_i描画形状" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_i描画位置" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_d描画厚初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_b描画区分初期値" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_bCraftBandMesh" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandSquare45" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandKnot" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandSquare" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandHexagon" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tbl基本値">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s単位" type="xs:string" default="mm" minOccurs="0" />
                <xs:element name="f_sバージョン" type="xs:string" default="1.8.5" minOccurs="0" />
                <xs:element name="f_s識別情報" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tbl描画色">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s色" type="xs:string" />
                <xs:element name="f_sバンドの種類名" type="xs:string" default="-" />
                <xs:element name="f_i赤" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_i緑" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_i青" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_d線幅" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_d中線幅" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_i透明度" type="xs:short" default="255" minOccurs="0" />
                <xs:element name="f_s線色" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s中線色" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s画像情報" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s画像文字列" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s製品情報" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tblゲージ">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_sバンドの種類名" type="xs:string" default="" />
                <xs:element name="f_i本幅" type="xs:short" default="1" />
                <xs:element name="f_b実測値使用区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_dコマ寸法実測値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dコマ要尺実測値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tbl上下図">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s上下図名" type="xs:string" default="" />
                <xs:element name="f_i水平本数" type="xs:int" default="0" minOccurs="0" />
                <xs:element name="f_i垂直本数" type="xs:int" default="0" minOccurs="0" />
                <xs:element name="f_s上下" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
        </xs:choice>
      </xs:complexType>
      <xs:unique name="tbl編みかたPKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tbl編みかた" />
        <xs:field xpath="mstns:f_s編みかた名" />
        <xs:field xpath="mstns:f_iひも番号" />
      </xs:unique>
      <xs:unique name="tblバンドの種類_PKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tblバンドの種類" />
        <xs:field xpath="mstns:f_sバンドの種類名" />
      </xs:unique>
      <xs:unique name="tbl付属品PKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tbl付属品" />
        <xs:field xpath="mstns:f_s付属品名" />
        <xs:field xpath="mstns:f_iひも番号" />
      </xs:unique>
      <xs:unique name="Constraint1" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tbl描画色" />
        <xs:field xpath="mstns:f_s色" />
        <xs:field xpath="mstns:f_sバンドの種類名" />
      </xs:unique>
      <xs:unique name="tblゲージPKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tblゲージ" />
        <xs:field xpath="mstns:f_sバンドの種類名" />
        <xs:field xpath="mstns:f_i本幅" />
      </xs:unique>
      <xs:unique name="tbl上下図PKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tbl上下図" />
        <xs:field xpath="mstns:f_s上下図名" />
      </xs:unique>
    </xs:element>
  </xs:schema>
  <tbl編みかた>
    <f_s編みかた名>コマ間を渡し山形にクロスさせて裏に折り込む(斜め編み)</f_s編みかた名>
    <f_iひも番号>1</f_iひも番号>
    <f_s編みひも名>(ひも使用なし)</f_s編みひも名>
    <f_b縁専用区分>true</f_b縁専用区分>
    <f_b底使用区分>false</f_b底使用区分>
    <f_i周あたり段数>0</f_i周あたり段数>
    <f_i本幅初期値>0</f_i本幅初期値>
    <f_iひも数>0</f_iひも数>
    <f_b周連続区分>false</f_b周連続区分>
    <f_d高さ比率対ひも幅>0.8</f_d高さ比率対ひも幅>
    <f_d垂直ひも長比率対ひも幅>9</f_d垂直ひも長比率対ひも幅>
    <f_dひも長比率対周長>1</f_dひも長比率対周長>
    <f_dひも長加算1目あたり>0</f_dひも長加算1目あたり>
    <f_dひも1幅係数1目あたり>0</f_dひも1幅係数1目あたり>
    <f_dひも長加算1周あたり>0</f_dひも長加算1周あたり>
    <f_dひも長加算ひもあたり>0</f_dひも長加算ひもあたり>
    <f_dひも長加算初期値>0</f_dひも長加算初期値>
    <f_b集計対象外区分初期値>false</f_b集計対象外区分初期値>
    <f_d厚さ>5</f_d厚さ>
    <f_bCraftBandMesh>false</f_bCraftBandMesh>
    <f_bCraftBandSquare45>false</f_bCraftBandSquare45>
    <f_bCraftBandKnot>true</f_bCraftBandKnot>
    <f_bCraftBandSquare>false</f_bCraftBandSquare>
    <f_bCraftBandHexagon>false</f_bCraftBandHexagon>
    <f_s備考>目を作って水平・垂直を交差</f_s備考>
  </tbl編みかた>
  <tblバンドの種類>
    <f_sバンドの種類名>顔料墨流し紙バンド</f_sバンドの種類名>
    <f_i本幅>12</f_i本幅>
    <f_dバンド幅>13.4</f_dバンド幅>
    <f_i基本のひも幅>0</f_i基本のひも幅>
    <f_s長さと重さ>50m=440g</f_s長さと重さ>
    <f_d短い横ひも長のばらつき>1</f_d短い横ひも長のばらつき>
    <f_d縦ひも間の最小間隔>3</f_d縦ひも間の最小間隔>
    <f_d差しひもの径>0</f_d差しひもの径>
    <f_d差しひも長加算初期値>10</f_d差しひも長加算初期値>
    <f_d垂直ひも加算初期値>10</f_d垂直ひも加算初期値>
    <f_d底の厚さ>1.8</f_d底の厚さ>
    <f_d立ち上げ時の四角底周の増分>6</f_d立ち上げ時の四角底周の増分>
    <f_d立ち上げ時の楕円底周の増分>8</f_d立ち上げ時の楕円底周の増分>
    <f_d楕円底円弧の半径加算>-3.5</f_d楕円底円弧の半径加算>
    <f_d楕円底周の加算>-5</f_d楕円底周の加算>
    <f_dひも間のすき間初期値>0.4</f_dひも間のすき間初期値>
    <f_dひも長係数初期値>1.02</f_dひも長係数初期値>
    <f_dひも長加算初期値>40</f_dひも長加算初期値>
    <f_s色リスト>きみどり×あお,線のみ,線のみ(細),線のみ(中線あり),無描画色</f_s色リスト>
    <f_dコマ寸法係数a>0.9565708028994139</f_dコマ寸法係数a>
    <f_dコマ寸法係数b>0.1794745281855184</f_dコマ寸法係数b>
    <f_dコマ要尺係数a>0.9890651877944318</f_dコマ要尺係数a>
    <f_dコマ要尺係数b>0.6709633649932143</f_dコマ要尺係数b>
    <f_d四つ畳みひも長加算初期値>100</f_d四つ畳みひも長加算初期値>
    <f_d目と数える端の目>0.7</f_d目と数える端の目>
    <f_s本幅の幅リスト />
    <f_s製品情報 />
    <f_s備考 />
  </tblバンドの種類>
  <tbl基本値>
    <f_s単位>mm</f_s単位>
    <f_sバージョン>1.8.5</f_sバージョン>
    <f_s識別情報 />
    <f_s備考 />
  </tbl基本値>
  <tbl描画色>
    <f_s色>きみどり×あお</f_s色>
    <f_sバンドの種類名>顔料墨流し紙バンド</f_sバンドの種類名>
    <f_i赤>205</f_i赤>
    <f_i緑>226</f_i緑>
    <f_i青>152</f_i青>
    <f_d線幅>1</f_d線幅>
    <f_d中線幅>0</f_d中線幅>
    <f_i透明度>255</f_i透明度>
    <f_s線色 />
    <f_s中線色 />
    <f_s画像情報>79,108(36008)</f_s画像情報>
    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    <f_sバンドの種類名>顔料墨流し紙バンド</f_sバンドの種類名>
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    <f_sバンドの種類名>顔料墨流し紙バンド</f_sバンドの種類名>
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    <f_s線色>230</f_s線色>
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    <f_sバンドの種類名>顔料墨流し紙バンド</f_sバンドの種類名>
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    <f_i緑>0</f_i緑>
    <f_i青>0</f_i青>
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