<?xml version="1.0" encoding="utf-8"?> <?xml-stylesheet type="text/xsl" href="/static/taisho.xsl"?> <TEI xmlns:cb="http://www.cbeta.org/ns/1.0" xml:lang="lzh-Hans" xml:id="T69n2280"> <teiHeader> <fileDesc> <titleStmt> <title xml:lang="zh-Hans">大正新修大藏经数位版, No. 1 因明大疏四种相违抄</title> <author></author> <respStmt> <resp>Electronic Version by</resp> <name>CBETA</name> </respStmt> </titleStmt> </fileDesc> <encodingDesc> <charDecl> </charDecl> </encodingDesc> </teiHeader> <text><body> <milestone n="1" unit="juan"/> <lb ed="T" n="0402b04"/><span class="tx"><anchor n="0402b0402" xml:id="0C3E90402b0402"></anchor>因明疏四种相违抄</span> <lb ed="T" n="0402b05"/><span class="tx"> 东大寺珍海记之 </span> <lb ed="T" n="0402b06"/><span class="tx">疏云。相违義者。谓两宗相返。此之四过。而</span> <lb ed="T" n="0402b07"/><span class="tx">取他因。能令立者宗成相违。与相违法而</span> <lb ed="T" n="0402b08"/><span class="tx">为因故。名相违因。因得<span style="font-size:8">ヲモテ</span>果名名相违也。</span> <lb ed="T" n="0402b09"/><span class="tx">非因违宗名为相违。故无宗亦违<span style="font-size:8">ト云テ</span>因例</span> <lb ed="T" n="0402b10"/><span class="tx">而成难</span><note place="inline">云云</note> <lb ed="T" n="0402b11"/><span class="tx">问。此文出来意何 答。就别释四种相违。</span> <lb ed="T" n="0402b12"/><span class="tx">先为释相违因通名此文来也</span> <lb ed="T" n="0402b13"/><span class="tx">问。论上文云。不成<span style="font-size:8">ト</span>不定<span style="font-size:8">ト</span>及与相违。是名似</span> <lb ed="T" n="0402b14"/><span class="tx">因</span><note place="inline">云云</note><span class="tx">释彼文之时<span style="font-size:8">ニコソ</span>可辨其義。然何至别</span> <lb ed="T" n="0402b15"/><span class="tx">释四种相违之文。还解通名乎 答。谁言</span> <lb ed="T" n="0402b16"/><span class="tx">上文无释。故疏中卷云。能立之因违害宗</span> <lb ed="T" n="0402b17"/><span class="tx">義返成异品。名相违</span><note place="inline">云云</note><span class="tx">但今就具足云</span> <lb ed="T" n="0402b18"/><span class="tx">法自相相违因等。委辨释其名義也</span> <lb ed="T" n="0402b19"/><span class="tx">问。其释意何 答。言相违義者谓两宗相返</span> <lb ed="T" n="0402b20"/><span class="tx">者。为释相违名。先辨相违之義也。谓立敌</span> <lb ed="T" n="0402b21"/><span class="tx">二人所乐成立两宗互相乖返。是相违之義</span> <lb ed="T" n="0402b22"/><span class="tx">也 言此之四过而取他因等者。此四因过</span> <lb ed="T" n="0402b23"/><span class="tx">者。敌论者取他立论者所立因。成己所乐</span> <lb ed="T" n="0402b24"/><span class="tx">宗之时。以己宗对立者宗。互相乖返。尔时</span> <lb ed="T" n="0402b25"/><span class="tx">以因为能相违。以两宗为所乖返。故疏下</span> <lb ed="T" n="0402b26"/><span class="tx">文云能乖返因。云所乖返宗</span><note place="inline">云云</note><span class="tx">能相违即</span> <lb ed="T" n="0402b27"/><span class="tx">因。名相违因。持业释也 言与相违法而为</span> <lb ed="T" n="0402b28"/><span class="tx">因故名违因者。且如法自相者。与常宗<span style="font-size:8">ト</span>相</span> <lb ed="T" n="0402b29"/><span class="tx">违<span style="font-size:8">セル</span>无常宗为因故。所作因名相违。相违即</span> <lb ed="T" n="0402c01"/><span class="tx">因。名相违因。持业释也 言因得果名者。</span> <lb ed="T" n="0402c02"/><span class="tx">总结二释也。谓因<span style="font-size:8">ニ</span>与宗果名。名曰相违。</span> <lb ed="T" n="0402c03"/><span class="tx">若言相违因者。相违即因也</span> <lb ed="T" n="0402c04"/><span class="tx">问。何以得知直言相违时。即目因事耶</span> <lb ed="T" n="0402c05"/><span class="tx">答。论列名时。云及与相违。不云相违因</span> <lb ed="T" n="0402c06"/><span class="tx">故。又疏云因得果名名相违也。不云名相</span> <lb ed="T" n="0402c07"/><span class="tx">违因故矣</span> <lb ed="T" n="0402c08"/><span class="tx">问。唐和诸师悉释此文述相违之因義。今</span> <lb ed="T" n="0402c09"/><span class="tx">何偏云即因義乎 答。十因章云。若言随</span> <lb ed="T" n="0402c10"/><span class="tx">说因等者。十种皆持业释。随说即因。乃至不</span> <lb ed="T" n="0402c11"/><span class="tx">相违即因故</span> <lb ed="T" n="0402c12"/><span class="tx">问。相违即因者。岂灭亦有因生耶 答。不</span> <lb ed="T" n="0402c13"/><span class="tx">然。但与黄葉为因。不与已灭靑等为因。</span> <lb ed="T" n="0402c14"/><span class="tx">即是能相违即因故。名相违因。相违果者。谓</span> <lb ed="T" n="0402c15"/><span class="tx">黄葉是</span><note place="inline">云云</note><span class="tx">灯第六云。今谓。<ruby chr="ウケ">奉</ruby>释<span style="font-size:8">スラク</span>取黄等</span> <lb ed="T" n="0402c16"/><span class="tx">为果。即黄等<span style="font-size:8">カ</span>因。若尔。相顺<span style="font-size:8">ナルヘシ</span>何名相违</span> <lb ed="T" n="0402c17"/><span class="tx">答。此言无过。如四相违因。与相违法为因</span> <lb ed="T" n="0402c18"/><span class="tx">故</span><note place="inline">等文</note><span class="tx">以此等释见今文。要<span style="font-size:8">ス</span>是即因義。但</span> <lb ed="T" n="0402c19"/><span class="tx">近代学者多暗文義。偏存朋执废即因释。</span> <lb ed="T" n="0402c20"/><span class="tx">乍见能相违即因<span style="font-size:8">ノ</span>文。强云之因<span style="font-size:8">ノ</span>释<span style="font-size:8">ト</span>。而乱</span> <lb ed="T" n="0402c21"/><span class="tx">高祖微言。甚可伤哉。岂以非宗因相形。皆</span> <lb ed="T" n="0402c22"/><span class="tx">云之因哉</span> <lb ed="T" n="0402c23"/><span class="tx">问。若尔者。终无相违之因義哉 答。理实</span> <lb ed="T" n="0402c24"/><span class="tx">亦有。故周後记云。此解且據因得其名。</span> <lb ed="T" n="0402c25"/><span class="tx">别<span style="font-size:8">ニセントシテ</span>于已前决定相违。且作此解。理实</span> <lb ed="T" n="0402c26"/><span class="tx">得<span style="font-size:8">コト</span>名还是一种</span><note place="inline">云云</note><span class="tx">意者。此能令立者等</span> <lb ed="T" n="0402c27"/><span class="tx">解。且據因得<span style="font-size:8">ヲモテ</span>其相违果名即名相违之</span> <lb ed="T" n="0402c28"/><span class="tx">一義。别于前中卷释决定相违名。云决定</span> <lb ed="T" n="0402c29"/><span class="tx">令相违。相违之决定。第三<span style="font-size:8">ト</span>第六<span style="font-size:8">トナレハ</span>幷依主</span> <lb ed="T" n="0403a01"/><span class="tx">释之義。且作此即因解。非是宗因相形相</span> <lb ed="T" n="0403a02"/><span class="tx">违即因之義。故今相违因与前决定相违。得</span> <lb ed="T" n="0403a03"/><span class="tx">名还是一義也。谓能令两宗相违。及与相</span> <lb ed="T" n="0403a04"/><span class="tx">违为因故。故此相违因亦有依主释。谓如</span> <lb ed="T" n="0403a05"/><span class="tx">决定因令宗相违名相违决定。亦因能令</span> <lb ed="T" n="0403a06"/><span class="tx">立敌两宗相违。名相违因。即第三转依主释</span> <lb ed="T" n="0403a07"/><span class="tx">也。又如相违宗之决定因名相违决定。亦</span> <lb ed="T" n="0403a08"/><span class="tx">与相违法而为因故名相违因。即第六转依</span> <lb ed="T" n="0403a09"/><span class="tx">主释也。準此释意。亦得有相违之因義也｣</span> <lb ed="T" n="0403a10"/><span class="tx">问。宗因相形而因违宗故名相违義可得</span> <lb ed="T" n="0403a11"/><span class="tx">有耶 答。此義疏文亦有</span> <lb ed="T" n="0403a12"/><span class="tx">问。若尔。何故云非因违宗名为相违。故无</span> <lb ed="T" n="0403a13"/><span class="tx">宗亦违因例而成难乎 答。周记云。问。今</span> <lb ed="T" n="0403a14"/><span class="tx">此四过。正明过因违宗名相违因。今既宗</span> <lb ed="T" n="0403a15"/><span class="tx">自相违名相违者。何关因违于宗之事耶。</span> <lb ed="T" n="0403a16"/><span class="tx">答。因依主得名。亦得名因违宗也。主者相</span> <lb ed="T" n="0403a17"/><span class="tx">违宗是也。因是相违宗之因故名相违因也。</span> <lb ed="T" n="0403a18"/><span class="tx">主既违宗。因亦得名违宗之称</span><note place="inline">云云</note><span class="tx">意云。</span> <lb ed="T" n="0403a19"/><span class="tx">因随宗果者也。然能违宗既违本量宗。能</span> <lb ed="T" n="0403a20"/><span class="tx">违因随之亦违本量宗也。实因违宗者。源</span> <lb ed="T" n="0403a21"/><span class="tx">由唯于异品有<span style="font-size:8">ニシテ</span>成于异宗也。智周师意。</span> <lb ed="T" n="0403a22"/><span class="tx">明云因违宗之名有也。但云非因违宗等</span> <lb ed="T" n="0403a23"/><span class="tx">者。且據非因直违宗故。无宗还直违<span style="font-size:8">ヘシト云</span>因</span> <lb ed="T" n="0403a24"/><span class="tx">例难也。谓因与相违宗为因故。望于本宗</span> <lb ed="T" n="0403a25"/><span class="tx">而作相违。以自有得宗力。往违害本宗。宗</span> <lb ed="T" n="0403a26"/><span class="tx">则不然。以非成异因而作相违故。故无</span> <lb ed="T" n="0403a27"/><span class="tx">违害能立因也。下由因成宗之释即此意</span> <lb ed="T" n="0403a28"/><span class="tx">也。或又且依一義述有例难事。遂遮例</span> <lb ed="T" n="0403a29"/><span class="tx">难还又用之矣</span> <lb ed="T" n="0403b01"/><span class="tx">问。宗因相形名相违之时有例难意何</span> <lb ed="T" n="0403b02"/><span class="tx">答。若其因不待宗力</span><note place="inline">自所成立<br/>异宗力也</note><span class="tx">独违宗故</span> <lb ed="T" n="0403b03"/><span class="tx">名相违者。宗亦不待异因之力直违因故。</span> <lb ed="T" n="0403b04"/><span class="tx">应名相违云也</span><note place="inline">裡书云。富贵道诠存<br/>即因释云云。已上裡</note> <lb ed="T" n="0403b05"/><span class="tx">问。且如法自相量者。宗言常住时。过失未</span> <lb ed="T" n="0403b06"/><span class="tx">生。因言所作时。方乖所立。故因有违義。</span> <lb ed="T" n="0403b07"/><span class="tx">何关其过于宗耶。依之疏上卷破古师宗</span> <lb ed="T" n="0403b08"/><span class="tx">因相违<span style="font-size:8">ト云</span>宗过云。今陈其宗犹未有过。擧</span> <lb ed="T" n="0403b09"/><span class="tx">因方过<span style="font-size:8">アリ</span>。何得推过乃在宗中</span><note place="inline">云云</note><span class="tx">然今何</span> <lb ed="T" n="0403b10"/><span class="tx">强恐此例难哉 答。难旨莊严疏意也。虽</span> <lb ed="T" n="0403b11"/><span class="tx">然若直相望。观待即等<span style="font-size:8">レハ</span>不可避例难。彼今</span> <lb ed="T" n="0403b12"/><span class="tx">陈其宗犹未有过等者。且據声常。非一</span> <lb ed="T" n="0403b13"/><span class="tx">切故<span style="font-size:8">トイフ</span>量<span style="font-size:8">ニ</span>有因随一不成。破云此非宗过。</span> <lb ed="T" n="0403b14"/><span class="tx">若就相违因義。必有相例也</span> <lb ed="T" n="0403b15"/><span class="tx">问。若尔。终恐例难不用即因乎 答。理实</span> <lb ed="T" n="0403b16"/><span class="tx">亦用之。故疏问答云。问。有因返宗不顺因</span> <lb ed="T" n="0403b17"/><span class="tx">義</span><note place="inline">乃至</note><span class="tx">宗名比量相违</span><note place="inline">等文</note><span class="tx">邑记云。此中前</span> <lb ed="T" n="0403b18"/><span class="tx">不齐解。後齐。前疏不许因违宗故名相违</span> <lb ed="T" n="0403b19"/><span class="tx">因。由有相例之失故不取之。今既释通。兼</span> <lb ed="T" n="0403b20"/><span class="tx">取无妨</span><note place="inline">云云</note><span class="tx">意云。今通例难。兼取宗因相</span> <lb ed="T" n="0403b21"/><span class="tx">形<span style="font-size:8">ノ</span>即因義也</span> <lb ed="T" n="0403b22"/><span class="tx">问。先已嫌因违宗名相违義。定无例难</span> <lb ed="T" n="0403b23"/><span class="tx">了。今何还起此问乎 答。上文释名云。能</span> <lb ed="T" n="0403b24"/><span class="tx">立之因违害宗。義返成异品名相违</span><note place="inline">云云</note> <lb ed="T" n="0403b25"/><span class="tx">二義既炳然也。今约别释门。初且依一義。</span> <lb ed="T" n="0403b26"/><span class="tx">取无例难義也。然犹欲取宗因相形義</span> <lb ed="T" n="0403b27"/><span class="tx">故。远从前能立之因违害宗義文来。近依</span> <lb ed="T" n="0403b28"/><span class="tx">假异宗力因违宗義起问。于答中避例</span> <lb ed="T" n="0403b29"/><span class="tx">难也</span><note place="inline">更检东南院<br/>记又有释耳</note> <lb ed="T" n="0403c01"/><span class="tx">问。如何遮例难耶 答。初不齐解意者。宗</span> <lb ed="T" n="0403c02"/><span class="tx">之与因其義不齐也。谓因是能成<span style="font-size:8">ナレハ</span>更成异</span> <lb ed="T" n="0403c03"/><span class="tx">宗故。乘何宗违害之力还违本宗。宗即不</span> <lb ed="T" n="0403c04"/><span class="tx">然。不成异因。假何因力而还违本因哉。</span> <lb ed="T" n="0403c05"/><span class="tx">故无例难。次齐解意者。宗之与因齐名相</span> <lb ed="T" n="0403c06"/><span class="tx">违。所以相例还助宗因相形之義。以宗违</span> <lb ed="T" n="0403c07"/><span class="tx">因名比量相违故也</span> <lb ed="T" n="0403c08"/><span class="tx">问。若尔。初不齐解即为无用乎 答。非无</span> <lb ed="T" n="0403c09"/><span class="tx">用。谓前约宗无能违力释。今齐解意。转细</span> <lb ed="T" n="0403c10"/><span class="tx">论时。设非成异因。但自对因。其義乖角。亦</span> <lb ed="T" n="0403c11"/><span class="tx">名相违。且斯常宗违所作因。以所作因成</span> <lb ed="T" n="0403c12"/><span class="tx">立无常故。立常宗即违所作也。依此義</span> <lb ed="T" n="0403c13"/><span class="tx">边设齐难也</span> <lb ed="T" n="0403c14"/><span class="tx">问。若尔。一切相违因之宗。皆应比量相违。</span> <lb ed="T" n="0403c15"/><span class="tx">何故声常量非比量相违。又无後三相违比</span> <lb ed="T" n="0403c16"/><span class="tx">量相违。但说一种法自相比量相违耶 答。</span> <lb ed="T" n="0403c17"/><span class="tx">纂云。不言立声常非比量相违</span><note place="inline">等文</note><span class="tx">意云。</span> <lb ed="T" n="0403c18"/><span class="tx">此亦比量相违。但理门论云非比量相违</span> <lb ed="T" n="0403c19"/><span class="tx">者。对不许所作性论者立<span style="font-size:8">ヲ云</span>也。至後三相</span> <lb ed="T" n="0403c20"/><span class="tx">违者。疏自释此难云。以宗准因。故知亦有</span> <lb ed="T" n="0403c21"/><span class="tx">法之差别。有法自相。有法差别。比量相违</span><note place="inline">文</note><span class="tx">｣</span> <lb ed="T" n="0403c22"/><span class="tx">问。疏中卷释比量相违云。比量体者。谓证</span> <lb ed="T" n="0403c23"/><span class="tx">敌者藉立论者能立众相而观義智</span><note place="inline">等文</note><span class="tx">故知</span> <lb ed="T" n="0403c24"/><span class="tx">比量相违名非违因之称。何为遮例难端</span> <lb ed="T" n="0403c25"/><span class="tx">耶 答。彼亦一義也。理实<span style="font-size:8">ニハ</span>因<span style="font-size:8">ヲ</span>亦名比量。故</span> <lb ed="T" n="0403c26"/><span class="tx">断云。为正量违故。名比量相违</span><note place="inline">文</note><span class="tx">纂要云。</span> <lb ed="T" n="0403c27"/><span class="tx">以立<span style="font-size:8">ルニ</span>于宗违正量因。由自共<span style="font-size:8">ノ</span>因正故。立</span> <lb ed="T" n="0403c28"/><span class="tx">量正违此量。名比量相违</span><note place="inline">文</note><span class="tx">又云。理门论</span> <lb ed="T" n="0403c29"/><span class="tx">云<span style="font-size:8">ハ</span>从现量生。或比量<span style="font-size:8">ヨリ</span>生。是所缘境<span style="font-size:8">タル</span>比量</span> <lb ed="T" n="0404a01"/><span class="tx">之具。非说了宗智从彼二智生</span><note place="inline">文</note><span class="tx">又疏上</span> <lb ed="T" n="0404a02"/><span class="tx">卷云。谓真因喩及真现比正成宗故。正名为</span> <lb ed="T" n="0404a03"/><span class="tx">量</span><note place="inline">文</note><span class="tx">此等正以因亦名比量也</span> <lb ed="T" n="0404a04"/><span class="tx">问。若因依成相违宗此过生<span style="font-size:8">トイハハ</span>者。应名正</span> <lb ed="T" n="0404a05"/><span class="tx">因。成异宗时。必无过故。若尔。未成异宗</span> <lb ed="T" n="0404a06"/><span class="tx">即非相违因。離异宗力全无违義故耶</span> <lb ed="T" n="0404a07"/><span class="tx">答。今案。且如声常量。立者立声常宗。所</span> <lb ed="T" n="0404a08"/><span class="tx">作因时。所作性因<span style="font-size:8">ヲモテ</span>为常宗因。尔时。其因</span> <lb ed="T" n="0404a09"/><span class="tx">有<span style="font-size:8">レトモ</span>成立无常宗義。而未立其量。未立量</span> <lb ed="T" n="0404a10"/><span class="tx">故。所立之因非是正因。岂彼声论立正因</span> <lb ed="T" n="0404a11"/><span class="tx">人哉。而義乖角顺于异宗。故彼所立为相违</span> <lb ed="T" n="0404a12"/><span class="tx">因。若敌论者立无常宗。实如所难便为正</span> <lb ed="T" n="0404a13"/><span class="tx">因。但以正因显前量过也。意云。就常宗</span> <lb ed="T" n="0404a14"/><span class="tx">取<span style="font-size:8">ルニ</span>因望成无常宗过起也</span> <lb ed="T" n="0404a15"/><span class="tx">问。若偏存依主释義不取宗因相形義者。</span> <lb ed="T" n="0404a16"/><span class="tx">有何失耶 答。立義极粗多有缺减。违疏</span> <lb ed="T" n="0404a17"/><span class="tx">现文。不顾己过。有如此等过失。立義粗</span> <lb ed="T" n="0404a18"/><span class="tx">者。不知令相违力<span style="font-size:8">アリト云ヿヲ</span>故。不知因得果</span> <lb ed="T" n="0404a19"/><span class="tx">名故。有缺减者。乍许因违宗義。不立名</span> <lb ed="T" n="0404a20"/><span class="tx">故。乍见遮例难。不用之故。违现文者。乖</span> <lb ed="T" n="0404a21"/><span class="tx">违害宗義文故。乱有因反宗问答故。不顾</span> <lb ed="T" n="0404a22"/><span class="tx">己过者。若因自本不违宗者。何劳求例难</span> <lb ed="T" n="0404a23"/><span class="tx">哉。若许因违宗宗不违因者。还招相例难。</span> <lb ed="T" n="0404a24"/><span class="tx">若许互相违者。何宗<span style="font-size:8">ヲ</span>不名相违哉。有如</span> <lb ed="T" n="0404a25"/><span class="tx">是等种种过失</span> <lb ed="T" n="0404a26"/><span class="tx">问。若具足<span style="font-size:8">スルニハ</span>宗因相形義有何德哉 答。</span> <lb ed="T" n="0404a27"/><span class="tx">離前众过。即是德也。又凡相违因者。因于</span> <lb ed="T" n="0404a28"/><span class="tx">宗同品非有。于异品有也。异品有故即成</span> <lb ed="T" n="0404a29"/><span class="tx">异宗。同品非有即违本宗。依之同品非有正</span> <lb ed="T" n="0404b01"/><span class="tx"><ruby chr="ツカサトリ">主</ruby>即因義异品有正主<span style="font-size:8">トル</span>之因義。若偏取即</span> <lb ed="T" n="0404b02"/><span class="tx">因。便滥不共不定。若偏取之因。则滥共等</span> <lb ed="T" n="0404b03"/><span class="tx">不定。二義具足便显相违之过失也。实<span style="font-size:8">ニ</span>之</span> <lb ed="T" n="0404b04"/><span class="tx">因･即因各别论时。皆具<span style="font-size:8">トモ</span>同无异有之義。然</span> <lb ed="T" n="0404b05"/><span class="tx">正论者。之因<span style="font-size:8">ハ</span>异有。即因<span style="font-size:8">ハ</span>同无</span><note place="inline">更思</note> <lb ed="T" n="0404b06"/><span class="tx">问。之因<span style="font-size:8">ニハ</span>有证據。故瑜伽菩萨地云。若杂染</span> <lb ed="T" n="0404b07"/><span class="tx">法<span style="font-size:8">ノ</span>诸相违因。当知即是淸净法因</span><note place="inline">文</note><span class="tx">理门论</span> <lb ed="T" n="0404b08"/><span class="tx">云。若法能成相违所立。是相违过</span><note place="inline">文</note><span class="tx">即因義<span style="font-size:8">ニハ</span></span> <lb ed="T" n="0404b09"/><span class="tx">无如此文证。如何 答。菩萨地文非正释</span> <lb ed="T" n="0404b10"/><span class="tx">相违因名。但总相<span style="font-size:8">ヲモテ</span>说相违因相状。理门论</span> <lb ed="T" n="0404b11"/><span class="tx">亦尔。非直释名。又设释名。不遮之因故。</span> <lb ed="T" n="0404b12"/><span class="tx">不可设劬劳耳</span> <lb ed="T" n="0404b13"/><span class="tx">问。邑法师释云。违正因相名相违因</span><note place="inline">文</note><span class="tx">其</span> <lb ed="T" n="0404b14"/><span class="tx">義可然哉 答。有古德破之。今应具详。恐</span> <lb ed="T" n="0404b15"/><span class="tx">繁故止之。取要谓之者。不可有此義。有</span> <lb ed="T" n="0404b16"/><span class="tx">太增过故。又若别论者。以四不成应名相</span> <lb ed="T" n="0404b17"/><span class="tx">违。因義正在初相故。既有此难。何用此解</span> <lb ed="T" n="0404b18"/><span class="tx">哉。若约九句因中。亦可尔之</span> <lb ed="T" n="0404b19"/><span class="tx">相违即因義。权大僧都幷大和讲院御传也。</span> <lb ed="T" n="0404b20"/><span class="tx">可检习之。去永久三年于大业床立即因</span> <lb ed="T" n="0404b21"/><span class="tx">義。题者判为得题耳</span> <lb ed="T" n="0404b22"/><span class="tx">後案加一证云。比量相违宗返其因者。以</span> <lb ed="T" n="0404b23"/><span class="tx">其因能成异宗故。便属异宗。是故其因承</span> <lb ed="T" n="0404b24"/><span class="tx">异宗之力者也。宗违其因即由此也。例知</span> <lb ed="T" n="0404b25"/><span class="tx">亦得因承异宗之力能违本宗矣</span> <lb ed="T" n="0404b26"/><span class="tx">疏云。此宗说法略有二种。一自性。二差别。</span> <lb ed="T" n="0404b27"/><span class="tx">此有三重</span><note place="inline">文</note> <lb ed="T" n="0404b28"/><span class="tx">问。此文来意如何 答。为释相违因中有</span> <lb ed="T" n="0404b29"/><span class="tx">其法自相。法差别有法自相。有法差别四不</span> <lb ed="T" n="0404c01"/><span class="tx">同事。此文来也</span> <lb ed="T" n="0404c02"/><span class="tx">问。尔者。三重自相差别皆显于相违过相</span> <lb ed="T" n="0404c03"/><span class="tx">欤。又四相违皆各依此自相差别显耶 答。</span> <lb ed="T" n="0404c04"/><span class="tx">松室云。今疏说三重自性差别事。唯取第</span> <lb ed="T" n="0404c05"/><span class="tx">三意许对为说四相违因。然此中除初法</span> <lb ed="T" n="0404c06"/><span class="tx">自相相违。无意许差别故</span><note place="inline">云云</note><span class="tx">今案之。三</span> <lb ed="T" n="0404c07"/><span class="tx">重俱为明四相违因。又法自相亦为三重对</span> <lb ed="T" n="0404c08"/><span class="tx">所显也。至下当知</span> <lb ed="T" n="0404c09"/><span class="tx">问。此宗者何 答。周记云。此因明宗名为此</span> <lb ed="T" n="0404c10"/><span class="tx">宗简于经中说自相等</span><note place="inline">云云</note> <lb ed="T" n="0404c11"/><span class="tx">问。三重者何等。又何云重耶 答。一局通</span> <lb ed="T" n="0404c12"/><span class="tx">对。二先陈後说对。三言陈意许对也。此三对</span> <lb ed="T" n="0404c13"/><span class="tx">者。次第<span style="font-size:8">ニ</span>重累<span style="font-size:8">シテ</span>以明義故。名为重也。谓初局</span> <lb ed="T" n="0404c14"/><span class="tx">通对者。约立量门。总相言之。成自性量成</span> <lb ed="T" n="0404c15"/><span class="tx">差别量别也。次对者。约前对自性量。又有</span> <lb ed="T" n="0404c16"/><span class="tx">自性差别。约前对差别量。亦尔也。第三对</span> <lb ed="T" n="0404c17"/><span class="tx">者。先陈<span style="font-size:8">ニモ</span>有自性差别。後说亦尔也</span> <lb ed="T" n="0404c18"/><span class="tx">疏云。一者局通。对法等言。所成立自性者。</span> <lb ed="T" n="0404c19"/><span class="tx">谓我自性法自性。若有若无。所成立故。各别</span> <lb ed="T" n="0404c20"/><span class="tx">性故。差别者。谓我差别法差别。若一切遍。若</span> <lb ed="T" n="0404c21"/><span class="tx">非一切遍。若常若无常。若有色若无色。如是</span> <lb ed="T" n="0404c22"/><span class="tx">等无量差别。随其所应。空等遍有。色等非</span> <lb ed="T" n="0404c23"/><span class="tx">遍。前局後通。故二差别</span><note place="inline">云云</note> <lb ed="T" n="0404c24"/><span class="tx">问。此文意何 答。言对法等者。等取瑜伽･</span> <lb ed="T" n="0404c25"/><span class="tx">显扬也。所成立故者。因所成立宗也</span><note place="inline">新古因明<br/>师義不</note> <lb ed="T" n="0404c26"/><note place="inline">同。可检<br/>知耳</note><span class="tx">于所成立中有二种别。一自性。二</span> <lb ed="T" n="0404c27"/><span class="tx">差别也。其自性者。所谓成立我法自性也。</span> <lb ed="T" n="0404c28"/><span class="tx">外道所立我谛<span style="font-size:8">ト</span>我实<span style="font-size:8">ト</span><persName>佛</persName>法之中正量等部所</span> <lb ed="T" n="0404c29"/><span class="tx">立实我<span style="font-size:8">トハ</span>。各各安立其自体性。以之为有。他</span> <lb ed="T" n="0405a01"/><span class="tx">部破之以立为无。外道所立六句等法。<persName>佛</persName>法</span> <lb ed="T" n="0405a02"/><span class="tx">所立五蕴等法。各各安立其自体性。以之</span> <lb ed="T" n="0405a03"/><span class="tx">为有。他部破之。以之为无。泛立自性。为</span> <lb ed="T" n="0405a04"/><span class="tx">有为无。故周云。若有若无所成立故者。此</span> <lb ed="T" n="0405a05"/><span class="tx">若有若无<span style="font-size:8">ハ</span>非即我法<span style="font-size:8">ノ</span>差别之義。泛拟成立</span> <lb ed="T" n="0405a06"/><span class="tx">我法二自性。为有为无等</span><note place="inline">云云</note><span class="tx">其差别者。遍</span> <lb ed="T" n="0405a07"/><span class="tx">非遍常无常有色无色等。我上差别。法上差</span> <lb ed="T" n="0405a08"/><span class="tx">别也</span><note place="inline">明遍非遍等相状事。<br/>如诸记。可检知之</note> <lb ed="T" n="0405a09"/><span class="tx">问。虽言我自性法自性<span style="font-size:8">ヲ</span>立为有为无。未知</span> <lb ed="T" n="0405a10"/><span class="tx">以何为<span style="font-size:8">テカ</span>自性而成立为有为无耶 答。诸</span> <lb ed="T" n="0405a11"/><span class="tx">记释不分明。今案。深推我法各各自性。離</span> <lb ed="T" n="0405a12"/><span class="tx">遍不遍及常无常有色无色等诸義之外。无</span> <lb ed="T" n="0405a13"/><span class="tx">别自性。但因明法<span style="font-size:8">ハ</span>总相<span style="font-size:8">ヲモテ</span>安立。泛尔呼召以</span> <lb ed="T" n="0405a14"/><span class="tx">为自性。若深推求。便得悟入法无我理。非</span> <lb ed="T" n="0405a15"/><span class="tx">因明门安立道理。所以<persName>佛</persName>法立真如法。以之</span> <lb ed="T" n="0405a16"/><span class="tx">为有。外道破之云此无法。复彼外道立云</span> <lb ed="T" n="0405a17"/><span class="tx">有我。<persName>佛</persName>法总破直言为无。是名成立为有</span> <lb ed="T" n="0405a18"/><span class="tx">为无。若二外道相对立论时。言我有色及我</span> <lb ed="T" n="0405a19"/><span class="tx">无色。非总言有我及无我。故不立我自</span> <lb ed="T" n="0405a20"/><span class="tx">性。但于我上诤色有无。色即我上之差别</span> <lb ed="T" n="0405a21"/><span class="tx">也。由此应知。有无虽同。直言<span style="font-size:8">ヒ</span>我有直</span> <lb ed="T" n="0405a22"/><span class="tx">言<span style="font-size:8">ヲハ</span>我无。为立自性。于我之上言有色</span> <lb ed="T" n="0405a23"/><span class="tx">言<span style="font-size:8">ヲハ</span>无色。便为差别。虽有自性差别不同。</span> <lb ed="T" n="0405a24"/><span class="tx">皆是因明比量道理<span style="font-size:8">トシテ</span>假施设也。故断云。瑜</span> <lb ed="T" n="0405a25"/><span class="tx">伽等中言自共相。因明论中共相所摄。比量</span> <lb ed="T" n="0405a26"/><span class="tx">立故</span><note place="inline">云云</note><span class="tx">松室云。其诸法若以量成立。皆可</span> <lb ed="T" n="0405a27"/><span class="tx">所成立故。对法论云所成立。非谓约立</span> <lb ed="T" n="0405a28"/><span class="tx">量说言也</span><note place="inline">云云</note><span class="tx">今谓。违断文。不可用之。</span> <lb ed="T" n="0405a29"/><span class="tx">有馀先德言与内明同者。又不足论。智人</span> <lb ed="T" n="0405b01"/><span class="tx">察之耳</span> <lb ed="T" n="0405b02"/><span class="tx">问。言我法有无为自性者。为是我法与有</span> <lb ed="T" n="0405b03"/><span class="tx">无总为自性欤。<ruby chr="ハ タ">为当</ruby>直以我法为自性欤</span> <lb ed="T" n="0405b04"/><span class="tx">答。以我法为自性。至下当知</span> <lb ed="T" n="0405b05"/><span class="tx">问。于四种相违量。何分自性差别耶 答。</span> <lb ed="T" n="0405b06"/><span class="tx">法自相<span style="font-size:8">ノ</span>声无常量<span style="font-size:8">ハ</span>差别量也。谓不成立声</span> <lb ed="T" n="0405b07"/><span class="tx">之自性。但成声上无常義故。故有差别无</span> <lb ed="T" n="0405b08"/><span class="tx">自性也。法差别<span style="font-size:8">ノ</span>眼等必为他用量<span style="font-size:8">ハ</span>成自性</span> <lb ed="T" n="0405b09"/><span class="tx">量也。若约方便成立边者。成差别量也。谓</span> <lb ed="T" n="0405b10"/><span class="tx">数论对<persName>佛</persName>弟子。立有真我故。立我自性有</span> <lb ed="T" n="0405b11"/><span class="tx">也。然为避过。方便<span style="font-size:8">シテ</span>以眼等为有法。以为</span> <lb ed="T" n="0405b12"/><span class="tx">他用为法。成立眼等上为他用<span style="font-size:8">ヒラルル</span>義。不立</span> <lb ed="T" n="0405b13"/><span class="tx">眼等体有故。成差别也。有法自相<span style="font-size:8">ノ</span>有性非</span> <lb ed="T" n="0405b14"/><span class="tx">实等量<span style="font-size:8">ハ</span>成立大有離实等外有别自性故。</span> <lb ed="T" n="0405b15"/><span class="tx">成立自性。有法差别<span style="font-size:8">ハ</span>即前非实等量<span style="font-size:8">ニ</span>寄言</span> <lb ed="T" n="0405b16"/><span class="tx">显之中成立有缘性義故。通云之者。非实</span> <lb ed="T" n="0405b17"/><span class="tx">等三比量者。自性<span style="font-size:8">ト</span>差别<span style="font-size:8">ト</span>幷成立也</span> <lb ed="T" n="0405b18"/><span class="tx">问。声无常量<span style="font-size:8">ニ</span>云无自性事。有何证據耶</span> <lb ed="T" n="0405b19"/><span class="tx">答。義断云。若言即成<span style="font-size:8">スルヲ</span>声无常等云成立</span> <lb ed="T" n="0405b20"/><span class="tx">有法者。不然。瑜伽等云。所成立法有二种。</span> <lb ed="T" n="0405b21"/><span class="tx">一自性。二差别。若成<span style="font-size:8">スルヲ</span>声之无常亦名成</span> <lb ed="T" n="0405b22"/><span class="tx">自性。此二何别</span><note place="inline">文</note><span class="tx">明知局通对意。声无常量不</span> <lb ed="T" n="0405b23"/><span class="tx">成自性。既不成是自性。更论何自性哉｣</span> <lb ed="T" n="0405b24"/><span class="tx">问。眼等必为他用量成<span style="font-size:8">ト云</span>我自性有事。有何</span> <lb ed="T" n="0405b25"/><span class="tx">依據耶 答。金七十论云。为显我有故。而</span> <lb ed="T" n="0405b26"/><span class="tx">说如是偈。聚集为他故。异三德依故。食者</span> <lb ed="T" n="0405b27"/><span class="tx">独離故。五因<span style="font-size:8">ヲモテ</span>立有我</span><note place="inline">云云</note><span class="tx">今积聚性因即</span> <lb ed="T" n="0405b28"/><span class="tx">成我有第一因也。故知成自性也。又纂要</span> <lb ed="T" n="0405b29"/><span class="tx">云。立有为<span style="font-size:8">ルニ</span>有。方便成立。義即无妨。直</span> <lb ed="T" n="0405c01"/><span class="tx">成<span style="font-size:8">レハ</span>有法。即有前过</span><note place="inline">有法自相相<br/>违等过也</note><span class="tx">如立他方<persName>佛</persName></span> <lb ed="T" n="0405c02"/><span class="tx">有。方便立云他方。是有法。定应有<persName>佛</persName>。是法。</span> <lb ed="T" n="0405c03"/><span class="tx">以有機欲及修行者故。如此世界。又如烟</span> <lb ed="T" n="0405c04"/><span class="tx">立火等量</span><note place="inline">云云 出理门。可见<br/>疏上卷耳</note><span class="tx">又疏上卷云。问。</span> <lb ed="T" n="0405c05"/><span class="tx">若说我是思。所别不成者。如何可立我等</span> <lb ed="T" n="0405c06"/><span class="tx">而有。答。若有所拣即从便无过。谓我能诠</span> <lb ed="T" n="0405c07"/><span class="tx">必有所目。如色等类。便无过故</span><note place="inline">文 言无过<br/>者。谓无</note> <lb ed="T" n="0405c08"/><note place="inline">所别不成过。非言全<br/>无诸过。是正比量也</note><span class="tx">例此量可知之</span> <lb ed="T" n="0405c09"/><span class="tx">疏云。二者先後</span><note place="inline">乃至</note><span class="tx">分为二门</span><note place="inline">文</note> <lb ed="T" n="0405c10"/><span class="tx">问。此文意何 答。先陈<span style="font-size:8">ヲ</span>为有法即名自性。</span> <lb ed="T" n="0405c11"/><span class="tx">後说<span style="font-size:8">ヲ</span>为法即名差别。如先擧声以为自性。</span> <lb ed="T" n="0405c12"/><span class="tx">泛言声时。直表声体无屈曲故。後擧无</span> <lb ed="T" n="0405c13"/><span class="tx">常以为差别。以无常法分别于声故也</span> <lb ed="T" n="0405c14"/><span class="tx">言<persName>佛</persName>地论云等者。引证也。有先德云。证局</span> <lb ed="T" n="0405c15"/><span class="tx">通对</span><note place="inline">云云</note><span class="tx">诸师多云。先後对证</span><note place="inline">云云</note><span class="tx">後義尤</span> <lb ed="T" n="0405c16"/><span class="tx">好</span> <lb ed="T" n="0405c17"/><span class="tx">问。此文顺局通对義。何云先後对证耶</span> <lb ed="T" n="0405c18"/><span class="tx">答。若局通对<span style="font-size:8">ノ</span>证<span style="font-size:8">ナラハ</span>者。明局通对中可引之。</span> <lb ed="T" n="0405c19"/><span class="tx">今先後对文<span style="font-size:8">ニ</span>引之。何劳迴文哉</span> <lb ed="T" n="0405c20"/><span class="tx">问。所引论文如何料简。又证義如何 答。<persName>佛</persName></span> <lb ed="T" n="0405c21"/><span class="tx">地论正文云。如实義者。彼因明论<span style="font-size:8">ニ</span>立<span style="font-size:8">ツル</span>自共</span> <lb ed="T" n="0405c22"/><span class="tx">相<span style="font-size:8">ハ</span>与此少异。彼说一切法上实義皆名自</span> <lb ed="T" n="0405c23"/><span class="tx">相。以诸法上自相共相各付己体不共他</span> <lb ed="T" n="0405c24"/><span class="tx">故。若分别心立一种类能诠所诠。通在诸</span> <lb ed="T" n="0405c25"/><span class="tx">法。如缕<span style="font-size:8">ヲモテ</span>贯花。名为共相</span><note place="inline">云云</note><span class="tx">彼因明论</span> <lb ed="T" n="0405c26"/><span class="tx">者。云云不同。或云入理论</span><note place="inline">吉祥院私记难云。<br/>前论何引後论哉</note> <lb ed="T" n="0405c27"/><span class="tx">或云理门论。或云集量论。或云直指因明</span> <lb ed="T" n="0405c28"/><span class="tx">门義。非别论说</span><note place="inline">云云</note><span class="tx">今谓。可依集量论義</span> <lb ed="T" n="0405c29"/><span class="tx">多。与此少异者。与<persName>佛</persName>地经所说二相异也。</span> <lb ed="T" n="0406a01"/><span class="tx">言彼说者。因明论说也。言一切法上实義</span> <lb ed="T" n="0406a02"/><span class="tx">者。色心等法上自相共相实義也。谓色心等</span> <lb ed="T" n="0406a03"/><span class="tx">自相。常无常等共相。皆各付著自体之上。不</span> <lb ed="T" n="0406a04"/><span class="tx">通他法。于一一法各别有故。故<persName>佛</persName>地论下</span> <lb ed="T" n="0406a05"/><span class="tx">文云。虽缘诸法苦无常等。亦一一法<span style="font-size:8">ニ</span>各别</span> <lb ed="T" n="0406a06"/><span class="tx">有故</span><note place="inline">云云</note><span class="tx">此即擧经自共二相。对显因明自</span> <lb ed="T" n="0406a07"/><span class="tx">相義也。今疏略直云。彼说诸法局附自性</span> <lb ed="T" n="0406a08"/><span class="tx">名为自相</span><note place="inline">云云</note><span class="tx">以诸法言<span style="font-size:8">ニ</span>含自相共相故</span> <lb ed="T" n="0406a09"/><span class="tx">也。言若分别心等者。若散位中分别心<span style="font-size:8">アリテ</span>建</span> <lb ed="T" n="0406a10"/><span class="tx">立<span style="font-size:8">トシテ</span>一种法能诠及所诠贯通诸法。谓如散</span> <lb ed="T" n="0406a11"/><span class="tx">心假立无常一法。贯通声甁等。理实无常<span style="font-size:8">モ</span></span> <lb ed="T" n="0406a12"/><span class="tx">声甁之上各各别有。然于因明不顾此義。</span> <lb ed="T" n="0406a13"/><span class="tx">以无常義建立为一种类法也。如缕贯花。</span> <lb ed="T" n="0406a14"/><span class="tx">况喩可知之。证先後对意者。先陈有法非</span> <lb ed="T" n="0406a15"/><span class="tx">所成。以非因三相<span style="font-size:8">ヲモテ</span>比量<span style="font-size:8">シテ</span>知故。後说法宗<span style="font-size:8">ハ</span></span> <lb ed="T" n="0406a16"/><span class="tx">是所成。以其因三相比量<span style="font-size:8">シテ</span>知<span style="font-size:8">カ</span>故。故断云。但</span> <lb ed="T" n="0406a17"/><span class="tx">先陈者即为自相。後说之者则为差别。非</span> <lb ed="T" n="0406a18"/><span class="tx">定何法<span style="font-size:8">ト</span>。即摄所成非成对。以所成者名</span> <lb ed="T" n="0406a19"/><span class="tx">为差别。非所成者即名自相</span><note place="inline">文</note><span class="tx">彼因明论<span style="font-size:8">ノ</span></span> <lb ed="T" n="0406a20"/><span class="tx">二相即二量境也。故疏下云。是故陈那依此</span> <lb ed="T" n="0406a21"/><span class="tx">二相唯立二量。其二相体今略明之。一切</span> <lb ed="T" n="0406a22"/><span class="tx">诸法各附<span style="font-size:8">ヲ以</span>己体。即名自相。不同经中所说</span> <lb ed="T" n="0406a23"/><span class="tx">自相。以分别心假立一法宽通诸法。如缕</span> <lb ed="T" n="0406a24"/><span class="tx">贯花。此名共相。亦与经中共相别体</span><note place="inline">文</note><span class="tx">故</span> <lb ed="T" n="0406a25"/><span class="tx">知以先陈非所成为现量境。名为自相。以</span> <lb ed="T" n="0406a26"/><span class="tx">後说所成为比量境。名为共相也</span> <lb ed="T" n="0406a27"/><span class="tx">问。疏下卷释现量云。然分别略有四种。一</span> <lb ed="T" n="0406a28"/><span class="tx">五识身。二五俱意。三诸自证。四修定者</span><note place="inline">文</note><span class="tx">又</span> <lb ed="T" n="0406a29"/><span class="tx">云。准理门言。有五种智皆名似现。一散心</span> <lb ed="T" n="0406b01"/><span class="tx">缘过去。二独头意缘现在。三散意缘未来。</span> <lb ed="T" n="0406b02"/><span class="tx">四于三世诸不决智。五于现在诸惑乱智</span><note place="inline">文</note> <lb ed="T" n="0406b03"/><span class="tx">立论之时。岂必以定心缘有法哉。若散心</span> <lb ed="T" n="0406b04"/><span class="tx">缘者。定比量摄也。故疏下云。似现比等皆比</span> <lb ed="T" n="0406b05"/><span class="tx">量摄</span><note place="inline">云云</note><span class="tx">先陈有法岂现量境哉。当知是比</span> <lb ed="T" n="0406b06"/><span class="tx">量摄 答。此实难義。可检诸师之传等也。</span> <lb ed="T" n="0406b07"/><span class="tx">但今案云。泛论现量。不可局五识等四。以</span> <lb ed="T" n="0406b08"/><span class="tx">外道宗亦许实我现得觉乐等现量故。<persName>佛</persName>法</span> <lb ed="T" n="0406b09"/><span class="tx">学者指彼云似现。虽然非是内外同许。今</span> <lb ed="T" n="0406b10"/><span class="tx">依论出四种现量<span style="font-size:8">モ</span>又即<persName>佛</persName>法中義。非是通</span> <lb ed="T" n="0406b11"/><span class="tx">理。依之现比二量随宗异也。若依外道。散</span> <lb ed="T" n="0406b12"/><span class="tx">意亲缘为真现量。若<persName>佛</persName>法中。或五识现量</span> <lb ed="T" n="0406b13"/><span class="tx">等<span style="font-size:8">ヲモテ</span>缘色等已。随彼擧有法。非散心中始</span> <lb ed="T" n="0406b14"/><span class="tx">建立也。以非因所成立故。任本云现量</span> <lb ed="T" n="0406b15"/><span class="tx">缘。亦为自相也。若非五识等现量缘者<span style="font-size:8">ヲハ</span></span> <lb ed="T" n="0406b16"/><span class="tx">依至教立。亦为现量。非比量立。以至教者</span> <lb ed="T" n="0406b17"/><span class="tx">是现量中之所摄故。故疏下云。以<persName>佛</persName>法许</span> <lb ed="T" n="0406b18"/><span class="tx">至教亦是现量摄故</span><note place="inline">云云</note><span class="tx">準此释文。一切先</span> <lb ed="T" n="0406b19"/><span class="tx">陈非比量立。以所学教所说之法为有法</span> <lb ed="T" n="0406b20"/><span class="tx">宗诤其義故。若无<span style="font-size:8">ヲハ</span>依教更可成立。理应</span> <lb ed="T" n="0406b21"/><span class="tx">为法。设为先陈。应是所立法宗摄也</span><note place="inline">更思</note><span class="tx">｣</span> <lb ed="T" n="0406b22"/><span class="tx">问。如有性非实等量。有有法自相相违过。</span> <lb ed="T" n="0406b23"/><span class="tx">有法差别相违过。以其本诤有法宗故。因</span> <lb ed="T" n="0406b24"/><span class="tx">所成立。岂以先陈故得言有法而非法又</span> <lb ed="T" n="0406b25"/><span class="tx">非所成耶 答。疏下问答显其理云。问。理</span> <lb ed="T" n="0406b26"/><span class="tx">门论云但由法故以成其法。如何今说因</span> <lb ed="T" n="0406b27"/><span class="tx">成四耶。答。实唯成法。如难有性而非<span style="font-size:8">シムルカ</span></span> <lb ed="T" n="0406b28"/><span class="tx">有性。难彼意许離实等有而非<span style="font-size:8">シム</span>有性。故唯</span> <lb ed="T" n="0406b29"/><span class="tx">成法</span><note place="inline">等文</note><span class="tx">準此文意。言陈有性。此是先陈。得</span> <lb ed="T" n="0406c01"/><span class="tx">名有法。非<span style="font-size:8">レトモ</span>因所成。理实难彼有法之上</span> <lb ed="T" n="0406c02"/><span class="tx">意许離实大有性故。彼意许有非有法宗。</span> <lb ed="T" n="0406c03"/><span class="tx">非非所成。虽是有法之意许宗。理实是法<span style="font-size:8">ニシテ</span></span> <lb ed="T" n="0406c04"/><span class="tx">因所成立矣</span> <lb ed="T" n="0406c05"/><span class="tx">问。若尔。<persName>佛</persName>法立最勝无直成先陈。其先陈</span> <lb ed="T" n="0406c06"/><span class="tx">最勝岂非因所立。何得言先陈<span style="font-size:8">ヲ</span>为<span style="font-size:8">ルコト</span>有法</span> <lb ed="T" n="0406c07"/><span class="tx">非所成故耶 答。诚难。但據因明理。不诤</span> <lb ed="T" n="0406c08"/><span class="tx">先陈。故名有法。而言诤有法者。望其本意。</span> <lb ed="T" n="0406c09"/><span class="tx">非立量门直有此義。故纂云。虽但诤自性。</span> <lb ed="T" n="0406c10"/><span class="tx">如先擧我。即为有法。立为有无。即名为法。</span> <lb ed="T" n="0406c11"/><span class="tx">亦得说和合</span><note place="inline">乃至</note><span class="tx">问。若尔。还诤于法。何名</span> <lb ed="T" n="0406c12"/><span class="tx">诤有法。答。擧宗成立<span style="font-size:8">ニハ</span>即须加言。说为成</span> <lb ed="T" n="0406c13"/><span class="tx">法。望不加言本意所诤。即争有法</span><note place="inline">文</note><span class="tx">意云。</span> <lb ed="T" n="0406c14"/><span class="tx">望比量立。于我体上加有无言。即为所立。</span> <lb ed="T" n="0406c15"/><span class="tx">不诤先陈。但言诤有法者。望其本意未</span> <lb ed="T" n="0406c16"/><span class="tx">立量时直争我体而为论也。犹犹可案之｣</span> <lb ed="T" n="0406c17"/><span class="tx">问。言得名不定等者。云尔心何 答。若色</span> <lb ed="T" n="0406c18"/><span class="tx">心等<span style="font-size:8">ニマレ</span>若无常等<span style="font-size:8">ニマレ</span>。但先陈者皆名有法。若</span> <lb ed="T" n="0406c19"/><span class="tx">後说时即为法。故非定何法。故理门论云。</span> <lb ed="T" n="0406c20"/><span class="tx">又于此中观所成故。立法有法。非德有</span> <lb ed="T" n="0406c21"/><span class="tx">德</span><note place="inline">云云 非如勝论德及<br/>有德法定别异</note><span class="tx">言若立五蕴等者。约</span> <lb ed="T" n="0406c22"/><span class="tx">立量显得名不定。前量以色心等五蕴法</span> <lb ed="T" n="0406c23"/><span class="tx">为自性。我无我等为差别。後量以我为自</span> <lb ed="T" n="0406c24"/><span class="tx">性。以思为差别。所以不定得其名也</span> <lb ed="T" n="0406c25"/><span class="tx">问。言以理推之。此虽即前。然教少异。義亦</span> <lb ed="T" n="0406c26"/><span class="tx">别故。分为二门者。意何 答。言此虽即前</span> <lb ed="T" n="0406c27"/><span class="tx">者。周先记云。此先陈後说。即是次前局通<span style="font-size:8">ト</span>无</span> <lb ed="T" n="0406c28"/><span class="tx">别也</span><note place="inline">云云</note><span class="tx">言然教少异者。周先记云。对法･</span> <lb ed="T" n="0406c29"/><span class="tx"><persName>佛</persName>地二论异也</span><note place="inline">云云</note><span class="tx">子岛云。非直<span style="font-size:8">ニ</span>教异。亦即</span> <lb ed="T" n="0407a01"/><span class="tx">教旨异也</span><note place="inline">云云</note><span class="tx">今案云。<persName>佛</persName>地･对法同明因明</span> <lb ed="T" n="0407a02"/><span class="tx">二相故非全异。而对法直说所成立。<persName>佛</persName>地</span> <lb ed="T" n="0407a03"/><span class="tx">廣明因明论中所说二相。非直所立。所以少</span> <lb ed="T" n="0407a04"/><span class="tx">异也。谓对法论说所立教。<persName>佛</persName>地论明因明</span> <lb ed="T" n="0407a05"/><span class="tx">门教云也。言義亦别故者。周先记云。義亦</span> <lb ed="T" n="0407a06"/><span class="tx">别故者。且據局通<span style="font-size:8">ト</span>先後<span style="font-size:8">トノ</span>别也</span><note place="inline">云云</note><span class="tx">此亦应</span> <lb ed="T" n="0407a07"/><span class="tx">云義亦少异。而不言者。亦<span style="font-size:8">ノ</span>言兼显義少异</span> <lb ed="T" n="0407a08"/><span class="tx">也。上已言教少异故也。義少异者。自性差</span> <lb ed="T" n="0407a09"/><span class="tx">别相对義分二门别也。教异望总。義异论</span> <lb ed="T" n="0407a10"/><span class="tx">别。思之可知矣</span> <lb ed="T" n="0407a11"/><span class="tx">问。上云即前。下云義别。犹未分别。请委述</span> <lb ed="T" n="0407a12"/><span class="tx">其意耳 答。名義同故云即前。名同者。自性</span> <lb ed="T" n="0407a13"/><span class="tx">差别名。法有法名。所别能别名。局通之自共</span> <lb ed="T" n="0407a14"/><span class="tx">相<span style="font-size:8">ニモ</span>有。及先陈後说对<span style="font-size:8">ニモ</span>有。故名同也。又俱以</span> <lb ed="T" n="0407a15"/><span class="tx">体为自性。以義为差别故。其義同也。此</span> <lb ed="T" n="0407a16"/><span class="tx">依上卷体義三名之文耳。又局体名自性。</span> <lb ed="T" n="0407a17"/><span class="tx">通他名差别。亦即同也。若约立量论同事</span> <lb ed="T" n="0407a18"/><span class="tx">者。声无常量成立能别。于局通对成能别</span> <lb ed="T" n="0407a19"/><span class="tx">量也。约先後对亦成能别量也。有性非实</span> <lb ed="T" n="0407a20"/><span class="tx">量者。局通<span style="font-size:8">ニモ</span>先後<span style="font-size:8">ニモ</span>俱云成立有法量也。于</span> <lb ed="T" n="0407a21"/><span class="tx">眼等他用量。如声无常量。亦同成立義也｣</span> <lb ed="T" n="0407a22"/><span class="tx">问。若尔。局通对意全无以差别为先陈量</span> <lb ed="T" n="0407a23"/><span class="tx">耶 答。古義意亦有。谓我是思<span style="font-size:8">ナレト云</span>量也</span><note place="inline">云云</note> <lb ed="T" n="0407a24"/><span class="tx">今案。不尔。局通对无以義为先陈。若诤先</span> <lb ed="T" n="0407a25"/><span class="tx">陈必是自相。故邑记云。若以局通先後为</span> <lb ed="T" n="0407a26"/><span class="tx">自性差别。即不得有四相违。前陈无差别。</span> <lb ed="T" n="0407a27"/><span class="tx">後陈无自相故</span><note place="inline">云云</note><span class="tx">然于先陈体上兼带</span> <lb ed="T" n="0407a28"/><span class="tx">差别摄为先陈。由此应知。以我为先陈</span> <lb ed="T" n="0407a29"/><span class="tx">而成立者。即成我自性也。先後对亦先所陈</span> <lb ed="T" n="0407b01"/><span class="tx">必自性也。然亦兼带差别为先陈摄。其義</span> <lb ed="T" n="0407b02"/><span class="tx">不殊。然先陈後说对意。以言陈为有法。其</span> <lb ed="T" n="0407b03"/><span class="tx">中意许<span style="font-size:8">ヲモ</span>随主亦名有法。局通对任理先陈</span> <lb ed="T" n="0407b04"/><span class="tx">傍有差别也</span> <lb ed="T" n="0407b05"/><span class="tx">问。局通对意。後说<span style="font-size:8">ニ</span>全无有法耶 答。若望</span> <lb ed="T" n="0407b06"/><span class="tx">比量正所立全无之。以成先陈我法之上</span> <lb ed="T" n="0407b07"/><span class="tx">所有别義故。若望方便立。後说得有自性。</span> <lb ed="T" n="0407b08"/><span class="tx">如他方有<span style="font-size:8">ト云</span><persName>佛</persName>量。于他方上有<persName>佛</persName>之義<span style="font-size:8">ヲ</span>以</span> <lb ed="T" n="0407b09"/><span class="tx">为能别。兼带所有他方<persName>佛</persName>亦为後说而成</span> <lb ed="T" n="0407b10"/><span class="tx">立之。即名成有法也。若先陈後说对者。必</span> <lb ed="T" n="0407b11"/><span class="tx">无後说有有法義。以後说者名为差别故。</span> <lb ed="T" n="0407b12"/><span class="tx">设成立体亦名差别。以差别上所<span style="font-size:8">ナルヲ</span>兼带</span> <lb ed="T" n="0407b13"/><span class="tx">故。泛所成立皆名法故。云義亦别故意即</span> <lb ed="T" n="0407b14"/><span class="tx">是也。又局通对<span style="font-size:8">ハ</span>自性<span style="font-size:8">モ</span>差别<span style="font-size:8">モ</span>皆所成立也。先</span> <lb ed="T" n="0407b15"/><span class="tx">後对<span style="font-size:8">ハ</span>自性非所成。差别是所成。局通二相<span style="font-size:8">ヲハ</span></span> <lb ed="T" n="0407b16"/><span class="tx">皆摄先後对中共相<span style="font-size:8">ニ</span>。所以宽狭别也</span> <lb ed="T" n="0407b17"/><span class="tx">问。局通对意。立我法为有法。以有无为</span> <lb ed="T" n="0407b18"/><span class="tx">能别立量时。岂有无後说非即自性。何云</span> <lb ed="T" n="0407b19"/><span class="tx">望比量立。後说<span style="font-size:8">ニ</span>无自性耶 答。先陈我法</span> <lb ed="T" n="0407b20"/><span class="tx">名为自性。後说有无犹名差别。故纂要云。</span> <lb ed="T" n="0407b21"/><span class="tx">既言所成有二。为幷须成<span style="font-size:8">トヤ</span>。为随一<span style="font-size:8">ヲ</span>成<span style="font-size:8">トヤ</span>。</span> <lb ed="T" n="0407b22"/><span class="tx">答。随所争成</span><note place="inline">乃至</note><span class="tx">问。若争于差别。可说法</span> <lb ed="T" n="0407b23"/><span class="tx">与有法和合为宗。若争自性。如争我有</span> <lb ed="T" n="0407b24"/><span class="tx">无。说与谁和合。答。虽但争自性。如先擧我</span> <lb ed="T" n="0407b25"/><span class="tx">即为有法。立为有无即名为法。亦得说和</span> <lb ed="T" n="0407b26"/><span class="tx">合</span><note place="inline">文</note><span class="tx">付<span style="font-size:8">テ云</span>所成立二种。知是局通对。而言以</span> <lb ed="T" n="0407b27"/><span class="tx">我为有法。以有无为法故。後说<span style="font-size:8">ニハ</span>无有法</span> <lb ed="T" n="0407b28"/><span class="tx">也</span> <lb ed="T" n="0407b29"/><span class="tx">问。若尔。何名成有法耶 答。即纂释此难</span> <lb ed="T" n="0407c01"/><span class="tx">云。擧宗成立。即须加言。说为成法。望不</span> <lb ed="T" n="0407c02"/><span class="tx">加言。本意所诤即争有法</span><note place="inline">文</note> <lb ed="T" n="0407c03"/><span class="tx">问。二对同异義犹未了也。重分别之 答。</span> <lb ed="T" n="0407c04"/><span class="tx">以先陈为有法为自性。以後说为法为</span> <lb ed="T" n="0407c05"/><span class="tx">差别。是等義因明门意也。故于<span style="font-size:8">テモ</span>局通门</span> <lb ed="T" n="0407c06"/><span class="tx">于<span style="font-size:8">テモ</span>先後门大同也。然有异者。局通门意者。</span> <lb ed="T" n="0407c07"/><span class="tx">偏就所成立中。以体義分别之故。若于不</span> <lb ed="T" n="0407c08"/><span class="tx">诤先陈量。则于先陈无自性。不同先後</span> <lb ed="T" n="0407c09"/><span class="tx">对一切先陈皆名有法。若诤先陈量。则于</span> <lb ed="T" n="0407c10"/><span class="tx">先陈有自性。若诤别有法量。则後说有自</span> <lb ed="T" n="0407c11"/><span class="tx">性。不同先後对一切後说皆名为法。若不</span> <lb ed="T" n="0407c12"/><span class="tx">诤别有法量。则後陈唯有差别。何故如是。</span> <lb ed="T" n="0407c13"/><span class="tx">本约所诤体義。局通<span style="font-size:8">ヲモテ</span>辨義。非约先後。故</span> <lb ed="T" n="0407c14"/><span class="tx">虽先陈定体後说定義。若非所诤。先陈虽</span> <lb ed="T" n="0407c15"/><span class="tx">体。不取为自性。又後说边<span style="font-size:8">ニ</span>带<span style="font-size:8">セハ</span>别有法<span style="font-size:8">ハ</span>虽</span> <lb ed="T" n="0407c16"/><span class="tx">後说而名自性也。先陈後说门意者。通约</span> <lb ed="T" n="0407c17"/><span class="tx">所成非成。以先後分别之。以先陈为非</span> <lb ed="T" n="0407c18"/><span class="tx">成。以後说为所成。设诤先陈意许。随言</span> <lb ed="T" n="0407c19"/><span class="tx">陈亦为有法。不同局通对直<span style="font-size:8">ニ</span>以所成名</span> <lb ed="T" n="0407c20"/><span class="tx">有法。设诤後说别有法。从正所立義亦名</span> <lb ed="T" n="0407c21"/><span class="tx">法。不同局通门乍後说名有法。由此应</span> <lb ed="T" n="0407c22"/><span class="tx">知。局通对中寻实体義分别法有法。虽体</span> <lb ed="T" n="0407c23"/><span class="tx">非直<span style="font-size:8">ニ</span>所成立。本就所成立中论故。不论所</span> <lb ed="T" n="0407c24"/><span class="tx">立亲疏。但本意<span style="font-size:8">トシテ</span>诤<span style="font-size:8">ヲハ</span>皆名所诤。远取先陈</span> <lb ed="T" n="0407c25"/><span class="tx">之下意许以为所立自性。及远取後说所立</span> <lb ed="T" n="0407c26"/><span class="tx">之上所带自性以为所立自性。法实有法自</span> <lb ed="T" n="0407c27"/><span class="tx">相非直<span style="font-size:8">ニ</span>所成。及有法差别<span style="font-size:8">ト</span>能别所带别有</span> <lb ed="T" n="0407c28"/><span class="tx">法<span style="font-size:8">トノ</span>非<span style="font-size:8">コトハ</span>亲所立。与先後对同。彼先陈後对</span> <lb ed="T" n="0407c29"/><span class="tx">中直就立量门。先所陈非所成故。于有法</span> <lb ed="T" n="0408a01"/><span class="tx">之上意许是所成立。与局通同<span style="font-size:8">レトモ</span>。非亲所</span> <lb ed="T" n="0408a02"/><span class="tx">立故。从言陈亦名有法。後说别有法非亲</span> <lb ed="T" n="0408a03"/><span class="tx">所立故。虽非所立差别。从正所陈能别亦</span> <lb ed="T" n="0408a04"/><span class="tx">名法也。重意云。其義不返改。但相从说也</span> <lb ed="T" n="0408a05"/><note place="inline">更学<br/>之耳</note> <lb ed="T" n="0408a06"/><span class="tx">问。虽宽论二对同异。言繁義杂。难辨之。</span> <lb ed="T" n="0408a07"/><span class="tx">请略约一比量示同异 答。且约有性量</span> <lb ed="T" n="0408a08"/><span class="tx">论之。言有性者自性也。言非实者差别也。</span> <lb ed="T" n="0408a09"/><span class="tx">以是体義局通故。又即言陈有性为有法。</span> <lb ed="T" n="0408a10"/><span class="tx">言陈非实为法。以是先後所陈故</span> <lb ed="T" n="0408a11"/><span class="tx">问。先陈有性者因所成欤 答。必立量门中</span> <lb ed="T" n="0408a12"/><span class="tx">所立故。于所成非所成对</span><note place="inline">先後<br/>对名</note><span class="tx">为有法。然</span> <lb ed="T" n="0408a13"/><span class="tx">寻本意所诤。亦名所立故。于局通对为所</span> <lb ed="T" n="0408a14"/><span class="tx">成立自性也</span> <lb ed="T" n="0408a15"/><span class="tx">问。何故尔耶 答。先後对<span style="font-size:8">ハ</span>正取後陈安立</span> <lb ed="T" n="0408a16"/><span class="tx">法名所立。以先陈为非所立。局通对<span style="font-size:8">ハ</span>总</span> <lb ed="T" n="0408a17"/><span class="tx">论所成通局故。亦取本意所诤为所成立</span> <lb ed="T" n="0408a18"/><span class="tx">也</span> <lb ed="T" n="0408a19"/><span class="tx">问。後说非实所成立欤 答。局通门<span style="font-size:8">ニハ</span>虽是</span> <lb ed="T" n="0408a20"/><span class="tx">所立法。而非正所立。以非本意故。先後</span> <lb ed="T" n="0408a21"/><span class="tx">门<span style="font-size:8">ニハ</span>为正立。约言陈门为正所立故</span> <lb ed="T" n="0408a22"/><span class="tx">问。有性下離实有性为所立欤 答。尔也。</span> <lb ed="T" n="0408a23"/><span class="tx">局通门中为所立自性。望本意故。以体故。</span> <lb ed="T" n="0408a24"/><span class="tx">先後门中约须加言为法。然约先所陈之</span> <lb ed="T" n="0408a25"/><span class="tx">下義。以从主为有法也</span> <lb ed="T" n="0408a26"/><span class="tx">问。有性下作有缘性为所成立欤 答。是立</span> <lb ed="T" n="0408a27"/><span class="tx">量门中意所立故。必须加言立故为所立。</span> <lb ed="T" n="0408a28"/><span class="tx">然局通门即为所立差别。以是義故。先後</span> <lb ed="T" n="0408a29"/><span class="tx">门中望加言可为後陈義。为所立法。然望</span> <lb ed="T" n="0408b01"/><span class="tx">言陈自相为有法。以先陈者是言陈故。</span> <lb ed="T" n="0408b02"/><span class="tx">入<span style="font-size:8">レハ</span>先後门须约言陈论之。故随言陈立</span> <lb ed="T" n="0408b03"/><span class="tx">有法名。而体非有法也</span> <lb ed="T" n="0408b04"/><span class="tx">问。法自相法差别作法如何 答。声无常量<span style="font-size:8">ニハ</span></span> <lb ed="T" n="0408b05"/><span class="tx">局通门无自性。且论所立<span style="font-size:8">ヲノミ</span>故。先後门以</span> <lb ed="T" n="0408b06"/><span class="tx">声为有法。以是先陈<span style="font-size:8">ニシテ</span>非所立故。馀義应</span> <lb ed="T" n="0408b07"/><span class="tx">知。眼等他用<span style="font-size:8">ノ</span>量<span style="font-size:8">ノ</span>能别他用中<span style="font-size:8">ニハ</span>局通门亦有</span> <lb ed="T" n="0408b08"/><span class="tx">自性。立我有故。先後门<span style="font-size:8">ニハ</span>唯有其法。为他</span> <lb ed="T" n="0408b09"/><span class="tx">用義<span style="font-size:8">ヲ</span>正所立故。以我有法可成立故。又从</span> <lb ed="T" n="0408b10"/><span class="tx">言陈故。馀義如论声无常量<span style="font-size:8">ニ</span>也。如是等義</span> <lb ed="T" n="0408b11"/><span class="tx">应须审思之</span> <lb ed="T" n="0408b12"/><span class="tx">疏云。三者言许</span><note place="inline">乃至</note><span class="tx">義如前说</span><note place="inline">文</note><span class="tx">问。此文</span> <lb ed="T" n="0408b13"/><span class="tx">意何 答。言所陈者。若局<span style="font-size:8">ニマレ</span>若通<span style="font-size:8">ニマレ</span>皆名自</span> <lb ed="T" n="0408b14"/><span class="tx">相。各各局所说法上自体不通他故。意中</span> <lb ed="T" n="0408b15"/><span class="tx">所许别義<span style="font-size:8">ヲハ</span>名为差别。言中所申之别義故。</span> <lb ed="T" n="0408b16"/><span class="tx">故上卷云。谓言所带名为自相。不通他故。</span> <lb ed="T" n="0408b17"/><span class="tx">言中不带意所许義<span style="font-size:8">ヲ</span>名为差别。以通他故</span> <lb ed="T" n="0408b18"/><note place="inline">文</note><span class="tx">又云。三者言许。言中所带名自性。意中所</span> <lb ed="T" n="0408b19"/><span class="tx">许名差别。言中所申之别義</span><note place="inline">文</note> <lb ed="T" n="0408b20"/><span class="tx">问。其前局及通者。指何对耶 答。周前记</span> <lb ed="T" n="0408b21"/><span class="tx">云。以于局通作法定故取前。後不定故不</span> <lb ed="T" n="0408b22"/><span class="tx">取</span><note place="inline">云云</note><span class="tx">後记云。此第三对<span style="font-size:8">ハ</span>言陈之中随其所</span> <lb ed="T" n="0408b23"/><span class="tx">应前二门也。若據義显。但摄第二</span><note place="inline">云云</note><span class="tx">前</span> <lb ed="T" n="0408b24"/><span class="tx">记意指局通对。後记意指前二对也</span> <lb ed="T" n="0408b25"/><span class="tx">问。依局及通俱名自相。法有法皆有自相</span> <lb ed="T" n="0408b26"/><span class="tx">方何 答。前陈局後说通。俱言所陈故名为</span> <lb ed="T" n="0408b27"/><span class="tx">自相。先陈即有法。後说即法也。若不尔者。</span> <lb ed="T" n="0408b28"/><span class="tx">前陈有自相可得。後说不可为自相。以</span> <lb ed="T" n="0408b29"/><span class="tx">前二对意後说<span style="font-size:8">ハ</span>必是先陈上義<span style="font-size:8">ナレハ</span>皆名差别</span> <lb ed="T" n="0408c01"/><span class="tx">故也</span> <lb ed="T" n="0408c02"/><span class="tx">问。自意所许别義所可成立名为差别等</span> <lb ed="T" n="0408c03"/><span class="tx">者。意何 答。意所许義名差别故。法有法</span> <lb ed="T" n="0408c04"/><span class="tx">中俱有差别也。若不尔者。後说有差别可</span> <lb ed="T" n="0408c05"/><span class="tx">尔。先陈不可有差别。以先陈对局通对。皆</span> <lb ed="T" n="0408c06"/><span class="tx">以先陈为自相故。此是一往论时。初局通</span> <lb ed="T" n="0408c07"/><span class="tx">对意。先陈无差别。後说无自相。理实先陈</span> <lb ed="T" n="0408c08"/><span class="tx">亦有差别。傍有所诤别義故。後说亦有自</span> <lb ed="T" n="0408c09"/><span class="tx">相。方便带<span style="font-size:8">ヲモテ</span>别自相。如他方有<persName>佛</persName>量也。又</span> <lb ed="T" n="0408c10"/><span class="tx">先後对<span style="font-size:8">モ</span>一往论<span style="font-size:8">レハ</span>之。先陈唯有法。後说唯是</span> <lb ed="T" n="0408c11"/><span class="tx">法。此是先後门正意故。然细论之。先陈之上</span> <lb ed="T" n="0408c12"/><span class="tx">亦得有差别。有意所成故。後所成者名为</span> <lb ed="T" n="0408c13"/><span class="tx">法故。必须加言立为後说所诤宗故。然从</span> <lb ed="T" n="0408c14"/><span class="tx">言陈总名有法。後说有自相。兼带别有法</span> <lb ed="T" n="0408c15"/><span class="tx">非所成故。但成先陈上所有差别。资益成</span> <lb ed="T" n="0408c16"/><span class="tx">立别有法故。非正所立。以非所成故。即</span> <lb ed="T" n="0408c17"/><span class="tx">当有法。如他方有<persName>佛</persName>量<span style="font-size:8">ノ</span>所有他方<persName>佛</persName>等也。</span> <lb ed="T" n="0408c18"/><span class="tx">然从所诤亦名为法故。非<span style="font-size:8">トシテ</span>自相但名差</span> <lb ed="T" n="0408c19"/><span class="tx">别。学者须审思。勿疏略矣</span> <lb ed="T" n="0408c20"/><span class="tx">问。非取一切。義如前说者。意如何 答。周</span> <lb ed="T" n="0408c21"/><span class="tx">云。但取意所成立者故。言非取一切</span><note place="inline">云云</note><span class="tx">義</span> <lb ed="T" n="0408c22"/><span class="tx">如前说者。松室云。问。其義如前说者。指何</span> <lb ed="T" n="0408c23"/><span class="tx">处耶。答。指疏上卷也。其文云。今此因明但</span> <lb ed="T" n="0408c24"/><span class="tx">局自体名为自相。通他之上名为差别。</span> <lb ed="T" n="0408c25"/><span class="tx">准相违中自性差别。复各别有自性差别。谓</span> <lb ed="T" n="0408c26"/><span class="tx">言所带名为自相。不通他故。言中不带意</span> <lb ed="T" n="0408c27"/><span class="tx">所许義名为差别。以通他故。今凭因明。总</span> <lb ed="T" n="0408c28"/><span class="tx">有三重。一者局通。局体名自性。狭故。通他</span> <lb ed="T" n="0408c29"/><span class="tx">名差别。宽故。二者先後。先陈名自相。前未</span> <lb ed="T" n="0409a01"/><span class="tx">有法可分别故。後说名差别。以前有法</span> <lb ed="T" n="0409a02"/><span class="tx">可分别故。三者言许。言中所带名自性。意</span> <lb ed="T" n="0409a03"/><span class="tx">中所许名差别。言中所申之别義故</span><note place="inline">云云</note><span class="tx">今</span> <lb ed="T" n="0409a04"/><span class="tx">案。引此文意。总指三重结三重也</span> <lb ed="T" n="0409a05"/><span class="tx">问。其言所带名为自性。相不通他故<span style="font-size:8">ト云</span>意如</span> <lb ed="T" n="0409a06"/><span class="tx">何 答。言者即是立者所说言也。此言所显</span> <lb ed="T" n="0409a07"/><span class="tx">義为言所带也。谓所诠義为能诠言所带</span> <lb ed="T" n="0409a08"/><span class="tx">也。不通他者。言声时。所诠之声局声不通</span> <lb ed="T" n="0409a09"/><span class="tx">色等。言无常时。所诠无常局无常不通常</span> <lb ed="T" n="0409a10"/><span class="tx">等也。不同局通及先後门望有法声体以</span> <lb ed="T" n="0409a11"/><span class="tx">无常法通甁等故说名为通。此直就<span style="font-size:8">テイフ</span>言所</span> <lb ed="T" n="0409a12"/><span class="tx">诠不通離所诠法之外别法也</span> <lb ed="T" n="0409a13"/><span class="tx">问。其言中不带意所许義名为差别以通</span> <lb ed="T" n="0409a14"/><span class="tx">他故<span style="font-size:8">トイフ</span>意何 答。非言所诠但意所许说</span> <lb ed="T" n="0409a15"/><span class="tx">为差别。如言他用。总诠为他受用<span style="font-size:8">セラルルヲ</span>。简</span> <lb ed="T" n="0409a16"/><span class="tx">非他<span style="font-size:8">ニ</span>受用<span style="font-size:8">セラルルニ</span>。然于他用中意许真他用</span> <lb ed="T" n="0409a17"/><span class="tx">義。总言他用时。更无所通。若分二他时。</span> <lb ed="T" n="0409a18"/><span class="tx">真他用之他用義通行差别。假他用谓真假</span> <lb ed="T" n="0409a19"/><span class="tx">既分。而他用義通二他云也。如立<span style="font-size:8">ルニ</span>声无</span> <lb ed="T" n="0409a20"/><span class="tx">常。无常虽是声上无常。就无常论<span style="font-size:8">レハ</span>通甁</span> <lb ed="T" n="0409a21"/><span class="tx">等也。云以通他故。应是此意。更不可异求</span> <lb ed="T" n="0409a22"/><span class="tx">推耳</span> <lb ed="T" n="0409a23"/><span class="tx">问。其云意中所许名为差别。言中所申之</span> <lb ed="T" n="0409a24"/><span class="tx">别義故意何 答。此正述名差别事也。意</span> <lb ed="T" n="0409a25"/><span class="tx">者。共相即差别也。然少异者。通他边<span style="font-size:8">ヲハ</span>正名</span> <lb ed="T" n="0409a26"/><span class="tx">共相。别義边<span style="font-size:8">ヲハ</span>名差别也。前云名为差别以</span> <lb ed="T" n="0409a27"/><span class="tx">通他故者。非释差别名。但释其相也。其通</span> <lb ed="T" n="0409a28"/><span class="tx">他者必总中别義也。若总体必不通他故。</span> <lb ed="T" n="0409a29"/><span class="tx">如声不通他。无常则通他也。故他用中<span style="font-size:8">ノ</span></span> <lb ed="T" n="0409b01"/><span class="tx">别<span style="font-size:8">ナル</span>假之真即通他上。总言<span style="font-size:8">ニハ</span>他用。岂通非</span> <lb ed="T" n="0409b02"/><span class="tx">他用耶。其通他義是总中别義。以此義边</span> <lb ed="T" n="0409b03"/><span class="tx">正主差别名也</span> <lb ed="T" n="0409b04"/><span class="tx">问。释非取一切之文。周云。但取意所成立</span> <lb ed="T" n="0409b05"/><span class="tx">者。故言非取一切</span><note place="inline">云云</note><span class="tx">疏下文云。要是两宗</span> <lb ed="T" n="0409b06"/><span class="tx">各各随应因所成立意之所许所诤别義方</span> <lb ed="T" n="0409b07"/><span class="tx">名差别</span><note place="inline">文</note><span class="tx">其意相当。然周但云意所成立。疏</span> <lb ed="T" n="0409b08"/><span class="tx">云因所成等。其言异也。意如何 答。意中许</span> <lb ed="T" n="0409b09"/><span class="tx">立为宗名意许。即因所立名为因所成立。</span> <lb ed="T" n="0409b10"/><span class="tx">此意许为宗因所成者。必是两宗立量之前</span> <lb ed="T" n="0409b11"/><span class="tx">所诤之義故。亦名为所诤别義。智周略取</span> <lb ed="T" n="0409b12"/><span class="tx">意许宗<span style="font-size:8">ト</span>因所成立<span style="font-size:8">トノ</span>義。云意所成立也</span> <lb ed="T" n="0409b13"/><span class="tx">问。意中所许宗<span style="font-size:8">ハ</span>遍所许等四宗中何 答。松</span> <lb ed="T" n="0409b14"/><span class="tx">室云。不顾论宗也。有先德传云。傍義准宗摄</span> <lb ed="T" n="0409b15"/><span class="tx">也</span><note place="inline">云云</note><span class="tx">今思之。可依傍義准宗传也</span> <lb ed="T" n="0409b16"/><span class="tx">问。疏上卷云。今简前三皆不可立。唯有第</span> <lb ed="T" n="0409b17"/><span class="tx">四不顾论宗可以为宗。是随<span style="font-size:8">ヲモテ</span>立者自意所</span> <lb ed="T" n="0409b18"/><span class="tx">乐。前三皆是自不乐故</span><note place="inline">文</note><span class="tx">後三相违意许宗</span> <lb ed="T" n="0409b19"/><span class="tx">既是自意所乐也。应是不顾论宗。何云義准</span> <lb ed="T" n="0409b20"/><span class="tx">宗耶 答。凡因明法以本所诤立为能别。</span> <lb ed="T" n="0409b21"/><span class="tx">以能别者是所立故。必显言陈。以由言陈</span> <lb ed="T" n="0409b22"/><span class="tx">他解生故。故所诤宗皆应摄彼不顾论宗。</span> <lb ed="T" n="0409b23"/><span class="tx">而为言陈法自相宗。然由矫立意中含之。</span> <lb ed="T" n="0409b24"/><span class="tx">或直依義准于言显下兼带成之。即以本</span> <lb ed="T" n="0409b25"/><span class="tx">诤自所乐宗为傍義准。以因成之。非言显</span> <lb ed="T" n="0409b26"/><span class="tx">故。不可名为不顾论宗。故疏上卷云。次義</span> <lb ed="T" n="0409b27"/><span class="tx">准宗非言所诤。此复何用。本诤由言望他</span> <lb ed="T" n="0409b28"/><span class="tx">解起。傍显别義非为本成。故亦不可立为</span> <lb ed="T" n="0409b29"/><span class="tx">正论。然于因明未见其过。于其因过说</span> <lb ed="T" n="0409c01"/><span class="tx">法差别相违之因。则傍准宗可成宗義。然</span> <lb ed="T" n="0409c02"/><span class="tx">非正立</span><note place="inline">文</note><span class="tx">又云。故于宗中傍有義准。则四</span> <lb ed="T" n="0409c03"/><span class="tx">相违所违差别</span><note place="inline">文</note><span class="tx">準此等文。明<span style="font-size:8">ケシ</span>以後三相违</span> <lb ed="T" n="0409c04"/><span class="tx">量宗名傍義准宗也</span> <lb ed="T" n="0409c05"/><span class="tx">问。此等文<span style="font-size:8">ヲハ</span>先德会云。似義准宗。然实不顾</span> <lb ed="T" n="0409c06"/><span class="tx">论宗也</span><note place="inline">文</note><span class="tx">如何遮其義耶。又委可显義准宗</span> <lb ed="T" n="0409c07"/><span class="tx">義决之矣 答。屈显文从胸裤。岂足遮</span> <lb ed="T" n="0409c08"/><span class="tx">妨乎。然今成義准宗者。凡论所诤者。通</span> <lb ed="T" n="0409c09"/><span class="tx">法有法通言陈意许。故下文云。因法成宗</span> <lb ed="T" n="0409c10"/><span class="tx">可成四義。有法及法。此二各有言陈自相</span> <lb ed="T" n="0409c11"/><span class="tx">意许差别。随宗所诤成一或多</span><note place="inline">云云</note><span class="tx">然于</span> <lb ed="T" n="0409c12"/><span class="tx">此中。以法自相为正所诤以因明法<span style="font-size:8">ハ</span>立敌</span> <lb ed="T" n="0409c13"/><span class="tx">两宗乖诤之義为後陈故。本诤由言。望他</span> <lb ed="T" n="0409c14"/><span class="tx">解故。有法自相非本所诤。但以意许寻言</span> <lb ed="T" n="0409c15"/><span class="tx">难也。设立最勝无等。虽非意许。成无之後</span> <lb ed="T" n="0409c16"/><span class="tx">陈已。转资益成。非直立故。二种差别非言</span> <lb ed="T" n="0409c17"/><span class="tx">所显故。由此馀三非正所立。是傍所诤也。</span> <lb ed="T" n="0409c18"/><span class="tx">故上所引文云。则傍准宗可成宗義。然非</span> <lb ed="T" n="0409c19"/><span class="tx">正立</span><note place="inline">文</note><span class="tx">意<span style="font-size:8">ハ</span>傍所立故。可成宗義。非正所诤。</span> <lb ed="T" n="0409c20"/><span class="tx">故非正意耳。又下法自相中云。问。何故初</span> <lb ed="T" n="0409c21"/><span class="tx">说法自相因。答。正所诤故</span><note place="inline">文</note><span class="tx">又上卷释同品</span> <lb ed="T" n="0409c22"/><span class="tx">云。然下论云如立无常甁等无常名同品者。</span> <lb ed="T" n="0409c23"/><span class="tx">唯擧所陈两宗本诤法之自相名为同品。馀</span> <lb ed="T" n="0409c24"/><span class="tx">意所许是傍所诤<span style="font-size:8">ナレハ</span>略而不说。理皆同品</span><note place="inline">文</note> <lb ed="T" n="0409c25"/><span class="tx">故知。唯取不顾论宗者。依正所立。若通论</span> <lb ed="T" n="0409c26"/><span class="tx">傍所立。亦通後三相违也</span> <lb ed="T" n="0409c27"/><span class="tx">问。若尔。声无常量<span style="font-size:8">ノ</span>傍显无我。亦为所诤宗</span> <lb ed="T" n="0409c28"/><span class="tx">耶 答。尔也。若先诤我无我等。立声无常</span> <lb ed="T" n="0409c29"/><span class="tx">寄言显立此无我之时。有義准宗。不尔之</span> <lb ed="T" n="0410a01"/><span class="tx">时即可无也。何以知者。上卷末文释是无常</span> <lb ed="T" n="0410a02"/><span class="tx">等因之文云。等者等取空无我等。此上二因</span> <lb ed="T" n="0410a03"/><span class="tx">不但能成宗无常法。亦能成立空无我等。</span> <lb ed="T" n="0410a04"/><span class="tx">随其所应非取一切。若所作因亦能成立言</span> <lb ed="T" n="0410a05"/><span class="tx">所陈苦等及无常宗意所许苦等一切法者。</span> <lb ed="T" n="0410a06"/><span class="tx">此因便有不定等过</span><note place="inline">乃至</note><span class="tx">故此言等随其所</span> <lb ed="T" n="0410a07"/><span class="tx">应。故瑜伽说同异喩云小分相似</span><note place="inline">文</note><span class="tx">下文</span> <lb ed="T" n="0410a08"/><span class="tx">云。随其所诤所立之法有处名同</span><note place="inline">文</note><span class="tx">明知。</span> <lb ed="T" n="0410a09"/><span class="tx">声无常量義准所立无我義亦所诤法也。以</span> <lb ed="T" n="0410a10"/><span class="tx">瑜伽同异品释之故矣</span> <lb ed="T" n="0410a11"/><span class="tx">问。既知疏意以所诤名義准。然未知其所</span> <lb ed="T" n="0410a12"/><span class="tx">由。意所许宗既立者所乐也。疏主何不立为</span> <lb ed="T" n="0410a13"/><span class="tx">不顾论宗给。哉 答。由此道理云。但由法</span> <lb ed="T" n="0410a14"/><span class="tx">故以成其法而不拣别。谓一切宗皆应以</span> <lb ed="T" n="0410a15"/><span class="tx">量成立故。故纂云。此意。即理门望为量成</span> <lb ed="T" n="0410a16"/><span class="tx">立<span style="font-size:8">セムニ</span>必须加言。如立大有云有<span style="font-size:8">ハ</span>離实等有</span> <lb ed="T" n="0410a17"/><note place="inline">文</note><span class="tx">然不为不顾论宗者。为别義故。非正立</span> <lb ed="T" n="0410a18"/><span class="tx">故。其義如前</span> <lb ed="T" n="0410a19"/><span class="tx">问。于意许宗。或有宗中比量相违及差别不</span> <lb ed="T" n="0410a20"/><span class="tx">极成等过或有因中相违因及决定相违等</span> <lb ed="T" n="0410a21"/><span class="tx">过。然何云然于因明未见其过耶 答。邑</span> <lb ed="T" n="0410a22"/><span class="tx">云。今约非言显故。云未见其过</span><note place="inline">文</note><span class="tx">今案。</span> <lb ed="T" n="0410a23"/><span class="tx">言未见其过者。義准故出来过无也。谓不</span> <lb ed="T" n="0410a24"/><span class="tx">義准而直立可为正之物。而義准隐置故。</span> <lb ed="T" n="0410a25"/><span class="tx">有比量相违等过起者。可云见其过。然所</span> <lb ed="T" n="0410a26"/><span class="tx">有过皆依馀義出来所以。可有过宗者。虽</span> <lb ed="T" n="0410a27"/><span class="tx">显言陈不避之。还其过弥重。如若他用等</span> <lb ed="T" n="0410a28"/><span class="tx">宗。若无过者含意遂无过。如声无常量无</span> <lb ed="T" n="0410a29"/><span class="tx">我等宗也。不同遍所许宗･先承禀宗对敌</span> <lb ed="T" n="0410b01"/><span class="tx">成立<span style="font-size:8">スルニ</span>。必有相对全无真宗也</span> <lb ed="T" n="0410b02"/><span class="tx">问。断云。若因明中所说二相亦有四对。一体</span> <lb ed="T" n="0410b03"/><span class="tx">義对。即瑜伽等言。所成有二。一自性。二差</span> <lb ed="T" n="0410b04"/><span class="tx">别。即前第一对</span><note place="inline">与内明体義<br/>对其義同也</note><span class="tx">二总别对。四相违</span> <lb ed="T" n="0410b05"/><span class="tx">是即前第二</span><note place="inline">乃至</note><span class="tx">三先陈後说对。即辨宗依</span> <lb ed="T" n="0410b06"/><note place="inline">乃至</note><span class="tx">四言陈意许对。即四相违因所违者。是</span> <lb ed="T" n="0410b07"/><span class="tx">虽违有法及法别義名二差别。然唯意许<span style="font-size:8">ニシテ</span></span> <lb ed="T" n="0410b08"/><span class="tx">不是言彰</span><note place="inline">文</note><span class="tx">就此中。第二第四何别耶 答。</span> <lb ed="T" n="0410b09"/><span class="tx">松室私记云。总别宽。言许狭。云尔意者。总别</span> <lb ed="T" n="0410b10"/><span class="tx">通言陈量。言许唯约意许量也。又总别通</span> <lb ed="T" n="0410b11"/><span class="tx">能违。言许唯所违也。有云。总别对有道理总</span> <lb ed="T" n="0410b12"/><span class="tx">别･立量总别。言许对唯立量时总别</span><note place="inline">云云</note><span class="tx">是</span> <lb ed="T" n="0410b13"/><span class="tx">非思之。今案。俱约四相违所违。不论能违。</span> <lb ed="T" n="0410b14"/><span class="tx">又俱通论四相违。若分别者。言显量成自</span> <lb ed="T" n="0410b15"/><span class="tx">相故。唯有自相无共相。意许量有言陈故</span> <lb ed="T" n="0410b16"/><span class="tx">有自相。诤意许亦有差别也。但二对别者。</span> <lb ed="T" n="0410b17"/><span class="tx">总别对者。以言陈为自相。以二差别为差</span> <lb ed="T" n="0410b18"/><span class="tx">别。如他用量他用之中真他用假他用二种</span> <lb ed="T" n="0410b19"/><span class="tx">别。故对言陈总以为别也。如先内明第二</span> <lb ed="T" n="0410b20"/><span class="tx">对<span style="font-size:8">ノ</span>色<span style="font-size:8">ヲ</span>为自性。以有漏色无漏色为差别</span> <lb ed="T" n="0410b21"/><span class="tx">也。言许对者。以意许乐为之宗为差别。不</span> <lb ed="T" n="0410b22"/><span class="tx">论行差别義也。以意许宗为差别故。且</span> <lb ed="T" n="0410b23"/><span class="tx">不论不乐为。思之矣</span><note place="inline">理实。总别言许俱总论诸<br/>比量。但云四相违者。以</note> <lb ed="T" n="0410b24"/><note place="inline">四相违宗<br/>为证也</note> <lb ed="T" n="0410b25"/><span class="tx">问。三重对来意如何 答。为显四相违宗</span> <lb ed="T" n="0410b26"/><span class="tx">故。谓有法及法如次自相及差别也。故任道</span> <lb ed="T" n="0410b27"/><span class="tx">理者。应唯有二宗也。然自性差别有多義。</span> <lb ed="T" n="0410b28"/><span class="tx">具足论之分为四种也。谓依先陈後说开</span> <lb ed="T" n="0410b29"/><span class="tx">二相名法有法。于此以言显意许开二相。</span> <lb ed="T" n="0410c01"/><span class="tx">各有自相差别成四宗毕。就此四宗。随应</span> <lb ed="T" n="0410c02"/><span class="tx">有成立有法量。有成立法宗量。此義若</span> <lb ed="T" n="0410c03"/><span class="tx">非侷通对所成立二相者。不可显之。先後</span> <lb ed="T" n="0410c04"/><span class="tx">对中。不云诤有法故。言陈意许義宽通非</span> <lb ed="T" n="0410c05"/><span class="tx">所成故。故因成四宗成相违过。要以局通</span> <lb ed="T" n="0410c06"/><span class="tx">而显示之也。此所成立義。至要故第一辨</span> <lb ed="T" n="0410c07"/><span class="tx">之。或宽狭次第故先辨也</span> <lb ed="T" n="0410c08"/><span class="tx">疏云。此有二师。如声生论立声常宗所作</span> <lb ed="T" n="0410c09"/><span class="tx">性因。声显论立勤勇无间所发性因</span><note place="inline">文</note> <lb ed="T" n="0410c10"/><span class="tx">问。就此量。捡法自相相违方何 答</span><note place="inline">如常</note> <lb ed="T" n="0410c11"/><span class="tx">就能违量。初所作性因者。有廣百论分别破</span> <lb ed="T" n="0410c12"/><span class="tx">难。应答云。假施设破非过类</span><note place="inline">文</note><span class="tx">次勤勇因</span> <lb ed="T" n="0410c13"/><span class="tx">有一分能立不成难。以合離作法案之耳</span> <lb ed="T" n="0410c14"/><span class="tx">问。此二量<span style="font-size:8">ヲハ</span>声论师对谁人立之耶 答。有</span> <lb ed="T" n="0410c15"/><span class="tx">二传。一云。对勝论师立之。一云。对<persName>佛</persName>弟</span> <lb ed="T" n="0410c16"/><span class="tx">子立之</span> <lb ed="T" n="0410c17"/><span class="tx">问。其各所立旨趣如何 答。依初传意云。</span> <lb ed="T" n="0410c18"/><span class="tx">声常无常<span style="font-size:8">ハ</span>劫初诤。足目标真似之当初立论</span> <lb ed="T" n="0410c19"/><span class="tx">也。故寻其源。正可勝论师。设言<persName>佛</persName>弟子亦</span> <lb ed="T" n="0410c20"/><span class="tx">立声无常故傍为敌者。亦不可遮之。故莊</span> <lb ed="T" n="0410c21"/><span class="tx">严疏云。如声论者对勝论等</span><note place="inline">文</note><span class="tx">依次传意</span> <lb ed="T" n="0410c22"/><span class="tx">云。勝论师对声论所立所作性故<span style="font-size:8">ノ</span>因。有相</span> <lb ed="T" n="0410c23"/><span class="tx">违决定非正因。然相违因先邪後正作法也。</span> <lb ed="T" n="0410c24"/><span class="tx">岂以犹豫因为相违因能违耶。故知敌量</span> <lb ed="T" n="0410c25"/><span class="tx">主者立正因<persName>佛</persName>弟子非勝论师</span><note place="inline">为言</note> <lb ed="T" n="0410c26"/><span class="tx">问。何義勝耶 答。且以勝论为敌者義为</span> <lb ed="T" n="0410c27"/><span class="tx">勝矣</span> <lb ed="T" n="0410c28"/><span class="tx">问。相违决定难何可遮。论说相违决定云。</span> <lb ed="T" n="0410c29"/><span class="tx">相违决定者。如立宗言声是无常。所作性</span> <lb ed="T" n="0411a01"/><span class="tx">故譬如甁等。有立声常。所闻性故。譬如声</span> <lb ed="T" n="0411a02"/><span class="tx">性。此二皆是犹豫因故俱名不定</span><note place="inline">文</note><span class="tx">疏释云。</span> <lb ed="T" n="0411a03"/><span class="tx">此乃声生对勝论立。若对馀宗说。所闻性</span> <lb ed="T" n="0411a04"/><span class="tx">是前所说不共不定。勝论声性谓同异性</span><note place="inline">文</note><span class="tx">准</span> <lb ed="T" n="0411a05"/><span class="tx">之故知。勝论许声性是所闻性而常故。虽</span> <lb ed="T" n="0411a06"/><span class="tx">立所作因成无常宗。而被决定相违之过。</span> <lb ed="T" n="0411a07"/><span class="tx">非是正因。若对馀宗<persName>佛</persName>弟子等。即不如是。</span> <lb ed="T" n="0411a08"/><span class="tx">能违之量必是正因<span style="font-size:8">ニシテ</span>无相违决定也。论说</span> <lb ed="T" n="0411a09"/><span class="tx">正因云。此中所作性或勤勇无间所发性等</span> <lb ed="T" n="0411a10"/><note place="inline">文</note><span class="tx">疏云。<persName>佛</persName>弟子对声论立此量</span><note place="inline">文取意</note><span class="tx">明知</span> <lb ed="T" n="0411a11"/><span class="tx">于一因中。随立论者不同过失有无别也。然</span> <lb ed="T" n="0411a12"/><span class="tx">疏中卷避唯识比量上过云。泛显他过。必</span> <lb ed="T" n="0411a13"/><span class="tx">自无<span style="font-size:8">シトス</span>过</span><note place="inline">文</note><span class="tx">又下卷云。相违之因随其所应。</span> <lb ed="T" n="0411a14"/><span class="tx">即用此因成彼违義。此<span style="font-size:8">レニハ</span>违<span style="font-size:8">ニシテ</span>无正彼正<span style="font-size:8">シテ</span></span> <lb ed="T" n="0411a15"/><span class="tx">无违</span><note place="inline">文</note><span class="tx">明知相违因能违必是正因也。若尔。</span> <lb ed="T" n="0411a16"/><span class="tx">全不可用勝论量为能违。必以<persName>佛</persName>弟子应</span> <lb ed="T" n="0411a17"/><span class="tx">为敌者也。依之略纂云。谓声论者对<persName>佛</persName>弟</span> <lb ed="T" n="0411a18"/><span class="tx">子立声常宗。因云所作性故。或勤勇无间</span> <lb ed="T" n="0411a19"/><span class="tx">所发性故</span><note place="inline">云云</note><span class="tx">答。自本不遮傍以<persName>佛</persName>弟子</span> <lb ed="T" n="0411a20"/><span class="tx">为敌者。故略纂文等不可为难。约相违决</span> <lb ed="T" n="0411a21"/><span class="tx">定难者。会之有多義。一云。对不许声性</span> <lb ed="T" n="0411a22"/><span class="tx">之声论师之时。勝论量无相违决定</span><note place="inline">文</note><span class="tx">或云。</span> <lb ed="T" n="0411a23"/><span class="tx">能违之上更不可为能违。因明门理尔也。</span> <lb ed="T" n="0411a24"/><span class="tx">故勝论能违无相违决定</span><note place="inline">文</note><span class="tx">或云。依现教力</span> <lb ed="T" n="0411a25"/><span class="tx">判时。勝论所作因遂为正因</span><note place="inline">文</note><span class="tx">依之云者。理</span> <lb ed="T" n="0411a26"/><span class="tx">实非相违决定。故疏释九句中。于第二第</span> <lb ed="T" n="0411a27"/><span class="tx">八所作勤勇因。出勝论为立者。明知遂正</span> <lb ed="T" n="0411a28"/><span class="tx">因也。为相违决定作法者。依两宗乖反因</span> <lb ed="T" n="0411a29"/><span class="tx">喩各成之義。一往论之也</span><note place="inline">言两宗乖反者。常<br/>无常两宗相反也。因</note> <lb ed="T" n="0411b01"/><note place="inline">喩各成者。二量因喩各各成也。不云两宗各成故。<br/>且不顾宗过也。两宗乖反故名相违。因喩各成故名决</note> <lb ed="T" n="0411b02"/><note place="inline">定相违。决<br/>定即此義也</note> <lb ed="T" n="0411b03"/><span class="tx">裡书</span> <lb ed="T" n="0411b04"/><span class="tx"> 复案云。義有隐显。若约显之義者。<persName>佛</persName>弟</span> <lb ed="T" n="0411b05"/><span class="tx"> 子之量无过。勝论量有过。故以<persName>佛</persName>弟子</span> <lb ed="T" n="0411b06"/><span class="tx"> 为法自相敌者。勝论者不为敌者勝论</span> <lb ed="T" n="0411b07"/><span class="tx"> 师者但立相违决定量也。若约细寻之</span> <lb ed="T" n="0411b08"/><span class="tx"> 者。勝论量又是正比量也。故理门论云。一</span> <lb ed="T" n="0411b09"/><span class="tx"> 義相违是犹豫因。又于此中现教力勝故。</span> <lb ed="T" n="0411b10"/><span class="tx"> 应依此思求决定</span><note place="inline">云云</note><span class="tx">理门有二意。一则</span> <lb ed="T" n="0411b11"/><span class="tx"> 犹豫因故为相违决定。此约显義也。小</span> <lb ed="T" n="0411b12"/><span class="tx"> 因明论亦为相违决定。非法疏正出勝论</span> <lb ed="T" n="0411b13"/><span class="tx"> 师为立者是也。又演秘二云。声･勝相对</span> <lb ed="T" n="0411b14"/><span class="tx"> 便为不定</span><note place="inline">文</note><span class="tx">二则为正比量。故云现教力</span> <lb ed="T" n="0411b15"/><span class="tx"> 勝。又云。于善比量</span><note place="inline">论又见勝论量光<br/>法师正正勝论也</note><span class="tx">九句立</span> <lb ed="T" n="0411b16"/><span class="tx"> 者是也。今传者细寻之。以劫初诤论之</span> <lb ed="T" n="0411b17"/><span class="tx"> 本以勝论为敌者。若谓勝论量有过。唯</span> <lb ed="T" n="0411b18"/><span class="tx"> 取<persName>佛</persName>弟子为法自相敌者者。唯见显義。</span> <lb ed="T" n="0411b19"/><span class="tx"> 疏知義者也。故不可用之耳</span> <lb ed="T" n="0411b20"/><span class="tx">问。先约初传。以何典據云不许声性声</span> <lb ed="T" n="0411b21"/><span class="tx">论有耶。又设许<span style="font-size:8">トモ</span>此类。就勝论宗立云声</span> <lb ed="T" n="0411b22"/><span class="tx">常。所闻性故。如汝声性者。岂非相违决</span> <lb ed="T" n="0411b23"/><span class="tx">定耶 答。纂云。不对许有声性论者立</span> <lb ed="T" n="0411b24"/><span class="tx">所作因。故句中无。故彼中难所闻性因。若</span> <lb ed="T" n="0411b25"/><span class="tx">对许有声性是常。此应成因。此难不共</span> <lb ed="T" n="0411b26"/><span class="tx">不定。準此故知。不约对二</span><note place="inline">云云</note><span class="tx">又云。理门</span> <lb ed="T" n="0411b27"/><span class="tx">光记云。数论师作六千颂立声常義</span><note place="inline">取意</note><span class="tx">次</span> <lb ed="T" n="0411b28"/><span class="tx">声论自不立声性同喩者。不成相违决定。</span> <lb ed="T" n="0411b29"/><span class="tx">共比量上以共比为过故。故疏云。凡因明</span> <lb ed="T" n="0411c01"/><span class="tx">法。若自比量。宗因喩中皆须依自。他共亦</span> <lb ed="T" n="0411c02"/><span class="tx">尔。立依自他共。敌对亦须然。名善比量。无</span> <lb ed="T" n="0411c03"/><span class="tx">疏谬矣</span><note place="inline">云云 更有问答。且止之。今作法非<br/>理门颂说故。可有相违决定耶</note> <lb ed="T" n="0411c04"/><span class="tx">问。付次義。能违上不作能违云事。无指证</span> <lb ed="T" n="0411c05"/><span class="tx">據耶。又法自相能违上<span style="font-size:8">ニ</span>声论作相违避其</span> <lb ed="T" n="0411c06"/><span class="tx">过之时。未云能违上无能违道理。如何</span> <lb ed="T" n="0411c07"/><span class="tx">答。彼非法自相能违上更作相违。当知直</span> <lb ed="T" n="0411c08"/><span class="tx">于正因上付过例难法自相也。如有法差</span> <lb ed="T" n="0411c09"/><span class="tx">别中例难耳。况云<span style="font-size:8">ヲヤ</span>诸无似立此过相故</span><note place="inline">云云</note> <lb ed="T" n="0411c10"/><span class="tx">但无指证據故难依凭欤</span> <lb ed="T" n="0411c11"/><span class="tx">问。付後義。疏云。彼且断于声勝二義声负</span> <lb ed="T" n="0411c12"/><span class="tx"><ruby chr="カチヌ">勝先</ruby></span><note place="inline">文</note><span class="tx">又傍断声勝二论義云。又于此中</span> <lb ed="T" n="0411c13"/><span class="tx">现教力勝</span><note place="inline">等文</note><span class="tx">此是傍且断。非正遂邪正决</span> <lb ed="T" n="0411c14"/><span class="tx">定如何以此避过哉 答。疏释现教力勝</span> <lb ed="T" n="0411c15"/><span class="tx">云。现谓世间见<span style="font-size:8">ニ</span>声。间断有时不闻。众缘力<span style="font-size:8">ヨリ</span></span> <lb ed="T" n="0411c16"/><span class="tx">起。教谓<persName>佛</persName>教。说声无常</span><note place="inline">乃至</note><span class="tx">彼且断于声勝</span> <lb ed="T" n="0411c17"/><span class="tx">二義。声负勝先<span style="font-size:8">トイフ</span>。非诸决定相违皆先负後</span> <lb ed="T" n="0411c18"/><span class="tx">勝</span><note place="inline">等文</note><span class="tx">意云。且此声勝量由现教力有勝负</span> <lb ed="T" n="0411c19"/><span class="tx">也。非一切相违决定皆有勝负。是望馀量</span> <lb ed="T" n="0411c20"/><span class="tx">不尽義云且也。非是理不尽故云且也。</span> <lb ed="T" n="0411c21"/><span class="tx">言傍断者。凡立论法必须证者故。以证者</span> <lb ed="T" n="0411c22"/><span class="tx">望其立敌。以为傍也。非是对正以为傍</span> <lb ed="T" n="0411c23"/><span class="tx">也</span> <lb ed="T" n="0411c24"/><span class="tx">问。现教力勝者云何事耶 答。疏有二释。</span> <lb ed="T" n="0411c25"/><span class="tx">一释意云。现者世间现见。是则世间所知名</span> <lb ed="T" n="0411c26"/><span class="tx">为现见。非现量也。散位意识知无常故。</span> <lb ed="T" n="0411c27"/><span class="tx">非五识心能知此故。教者<persName>佛</persName>教。教说声无</span> <lb ed="T" n="0411c28"/><span class="tx">常故。此则现与教二義<span style="font-size:8">ヲモテ</span>勝论義勝也。一</span> <lb ed="T" n="0411c29"/><span class="tx">释意云。<persName>佛</persName>现证诸法见声无常。依现见说</span> <lb ed="T" n="0412a01"/><span class="tx">声为无常故。云现教力勝也。若诸外道不</span> <lb ed="T" n="0412a02"/><span class="tx">许<persName>佛</persName>勝者。应依世间现有至实可信之说</span> <lb ed="T" n="0412a03"/><span class="tx">说声无常故。勝论義勝。此则现教合释云</span> <lb ed="T" n="0412a04"/><span class="tx">现教也</span> <lb ed="T" n="0412a05"/><span class="tx">问。如何以此避相违决定耶 答。声常宗</span> <lb ed="T" n="0412a06"/><span class="tx">有世间相违。正教相违。比量相违。声无常量</span> <lb ed="T" n="0412a07"/><span class="tx">无此等过。二量力不齐。非犹豫也</span> <lb ed="T" n="0412a08"/><span class="tx">问。声常无常<span style="font-size:8">ハ</span>勝義理也。声论立常。何违世</span> <lb ed="T" n="0412a09"/><span class="tx">间。依之太贤云。声常量无世间相违</span><note place="inline">云云</note> <lb ed="T" n="0412a10"/><span class="tx">又声论所承受教。说声为常。何有违教过</span> <lb ed="T" n="0412a11"/><span class="tx">哉。又相违决定皆带比量相违故。声常宗</span> <lb ed="T" n="0412a12"/><span class="tx">有比量相违。何以之云非相违决定哉。况</span> <lb ed="T" n="0412a13"/><span class="tx">声无常量亦有其过。违所闻因成声常故</span> <lb ed="T" n="0412a14"/><span class="tx"> 答。掌珍论云。此中世间同许有者。自亦许</span> <lb ed="T" n="0412a15"/><span class="tx">为世俗有故</span><note place="inline">乃至</note><span class="tx">牧牛人等皆共了知眼等</span> <lb ed="T" n="0412a16"/><span class="tx">有为是实有故。勿违如是自宗所许<span style="font-size:8">ト</span>现量<span style="font-size:8">ト</span></span> <lb ed="T" n="0412a17"/><span class="tx">共知故。以真性拣别立宗</span><note place="inline">文</note><span class="tx">今声常宗即</span> <lb ed="T" n="0412a18"/><span class="tx">违世间牧牛人等所知声无常義。亦违声论</span> <lb ed="T" n="0412a19"/><span class="tx">世俗道理<span style="font-size:8">トシテ</span>云声无常自宗教也。如彼数</span> <lb ed="T" n="0412a20"/><span class="tx">论造六千颂立声常。然于彼宗说。唯量转</span> <lb ed="T" n="0412a21"/><span class="tx">变无常也。以思声论若立声常。岂不违教</span> <lb ed="T" n="0412a22"/><span class="tx">乎。次比量相违<span style="font-size:8">ハ</span>若二比量俱有此过。应是</span> <lb ed="T" n="0412a23"/><span class="tx">相违决定。然无常宗无比量相违。其力勝故。</span> <lb ed="T" n="0412a24"/><span class="tx">非相违决定也。所以声无常非比量相违</span> <lb ed="T" n="0412a25"/><span class="tx">者。声常量宗支有过故。又无常宗有现见</span> <lb ed="T" n="0412a26"/><span class="tx">力故。不以所闻比量遮遣无常故。无常宗</span> <lb ed="T" n="0412a27"/><span class="tx">无比量相违也</span> <lb ed="T" n="0412a28"/><span class="tx">问。现见力证據如何 答。理门论云。若现见</span> <lb ed="T" n="0412a29"/><span class="tx">力<span style="font-size:8">アレハ</span>比量<span style="font-size:8">ヲモテ</span>不能遮遣其性</span><note place="inline">乃至</note><span class="tx">不应以其</span> <lb ed="T" n="0412b01"/><span class="tx">是所闻性遮遣无常</span><note place="inline">文</note><span class="tx">光记下云。若现见力</span> <lb ed="T" n="0412b02"/><span class="tx">者。擧论主所立声是无常所作性故。次云比</span> <lb ed="T" n="0412b03"/><span class="tx">量者。擧外所立次云不能遮遣其性者。明</span> <lb ed="T" n="0412b04"/><span class="tx">外人不得擧声是常所闻性遮遣论主所</span> <lb ed="T" n="0412b05"/><span class="tx">立声是无常</span><note place="inline">文</note><span class="tx">又深密经第五说证成道理</span> <lb ed="T" n="0412b06"/><span class="tx">中云。现见所得相者。谓一切行皆无常性</span><note place="inline">文</note> <lb ed="T" n="0412b07"/><span class="tx">以此证知。勝论宗意谓现见声逢缘而有。</span> <lb ed="T" n="0412b08"/><span class="tx">暂有还无。是无常法。故声论师以所闻性</span> <lb ed="T" n="0412b09"/><span class="tx">成立常宗。而不能遮声无常宗。故不得</span> <lb ed="T" n="0412b10"/><span class="tx">言违常比量相违过也</span> <lb ed="T" n="0412b11"/><span class="tx">裡书</span> <lb ed="T" n="0412b12"/><span class="tx"> 复曰。今案。面義者似僻欤。而更可有问</span> <lb ed="T" n="0412b13"/><span class="tx"> 答之。理门云。若现见力比量不能遮遣</span> <lb ed="T" n="0412b14"/><span class="tx"> 其性。如有成立声非所闻犹如甁等。以</span> <lb ed="T" n="0412b15"/><span class="tx"> 现见声是所闻故。不应以其是所闻性</span> <lb ed="T" n="0412b16"/><span class="tx"> 遮遣无常。非唯不见能遮遣故。若不尔</span> <lb ed="T" n="0412b17"/><span class="tx"> 者。亦应遣常</span><note place="inline">云云</note><span class="tx">今见此文。初明声是</span> <lb ed="T" n="0412b18"/><span class="tx"> 所闻而有立非所闻。虽以甁为喩成非</span> <lb ed="T" n="0412b19"/><span class="tx"> 所闻。而不能遮现见所闻也。次不应以</span> <lb ed="T" n="0412b20"/><span class="tx"> 其是所闻性下。就不共不定量所闻性因</span> <lb ed="T" n="0412b21"/><span class="tx"> 云。异非有故。无所闻性者而无常故。以</span> <lb ed="T" n="0412b22"/><span class="tx"> 所闻性成常宗者。亦无所闻性而是常</span> <lb ed="T" n="0412b23"/><span class="tx"> 故。亦应遮常。既云非唯不见等。显此因</span> <lb ed="T" n="0412b24"/><span class="tx"> 于同异二品俱不转也。若立声性是所</span> <lb ed="T" n="0412b25"/><span class="tx"> 闻性。是同品有。非此所论也</span><note place="inline">可思之</note><span class="tx">然光</span> <lb ed="T" n="0412b26"/><span class="tx"> 释以为难耳。然光释初量似非论意。然</span> <lb ed="T" n="0412b27"/><span class="tx"> 能见者可云。若现见力者。是声无常量现</span> <lb ed="T" n="0412b28"/><span class="tx"> 见力勝也。如有成立声非所闻者。擧例以</span> <lb ed="T" n="0412b29"/><span class="tx"> 成也。谓立声常遮声无常者。如立声非</span> <lb ed="T" n="0412c01"/><span class="tx"> 耳所闻云也。释次量协论。故知约声勝相</span> <lb ed="T" n="0412c02"/><span class="tx"> 对用所闻性因声性喩无常宗时。非谓</span> <lb ed="T" n="0412c03"/><span class="tx"> 以所闻性量不能遮无常现量也。更谓</span> <lb ed="T" n="0412c04"/><span class="tx"> 如声耳所闻。亦声是现见无常法也。有证</span> <lb ed="T" n="0412c05"/><span class="tx"> 據之。理门一具文云。由是便成似共不</span> <lb ed="T" n="0412c06"/><span class="tx"> 定。或复成似相违决定</span><note place="inline">乃至</note><span class="tx">若所立量有</span> <lb ed="T" n="0412c07"/><span class="tx"> 不定过。或复决定同法等因有所成立。即</span> <lb ed="T" n="0412c08"/><span class="tx"> 名能破。是等难故。若现见力比量不能</span> <lb ed="T" n="0412c09"/><span class="tx"> 遮遣其性</span><note place="inline">等文</note><span class="tx">异师所说之同法相似过</span> <lb ed="T" n="0412c10"/><span class="tx"> 类是也。意云。以他因喩作相违决定。以</span> <lb ed="T" n="0412c11"/><span class="tx"> 同喩力欲成常宗故。云同法欤。更可</span> <lb ed="T" n="0412c12"/><span class="tx"> 考诸记释审定之</span><note place="inline">已上<br/>裡书</note> <lb ed="T" n="0412c13"/><span class="tx">问。若尔。何故论中说为相违决定。而结云</span> <lb ed="T" n="0412c14"/><span class="tx">二俱不定也 答。虽于常宗有过。然二比</span> <lb ed="T" n="0412c15"/><span class="tx">量能立之因各具三相。各自决定。成相违</span> <lb ed="T" n="0412c16"/><span class="tx">宗。故且说为相违决定。理实论之。声常之</span> <lb ed="T" n="0412c17"/><span class="tx">宗<span style="font-size:8">ニハ</span>乖法过有。非是真宗。既非真宗。因何所</span> <lb ed="T" n="0412c18"/><span class="tx">成。故所闻因其力即劣。便非决定相违过</span> <lb ed="T" n="0412c19"/><span class="tx">也。理门论有二意。一为相违决定。二邪正</span> <lb ed="T" n="0412c20"/><span class="tx">分非相违决定也。此禅林上纲之传也</span> <lb ed="T" n="0412c21"/><span class="tx">问。若尔。何故疏云。彼且断于声勝二義。声</span> <lb ed="T" n="0412c22"/><span class="tx">负勝先。非诸决定相违皆先负复勝。若尔便</span> <lb ed="T" n="0412c23"/><span class="tx">决定。云何名不定</span><note place="inline">云云</note><span class="tx">见此文者。断勝负</span> <lb ed="T" n="0412c24"/><span class="tx">者。犹不违二俱不定说。许为相违决定。但</span> <lb ed="T" n="0412c25"/><span class="tx">云必先负复勝时。即违二俱不定也。如何</span> <lb ed="T" n="0412c26"/><span class="tx">以声勝量勝负云非相违决定耶 答。且</span> <lb ed="T" n="0412c27"/><span class="tx">此作法有勝负遂成非相违决定。亦有馀</span> <lb ed="T" n="0412c28"/><span class="tx">真相违决定也。非是一切相违决定幷有负</span> <lb ed="T" n="0412c29"/><span class="tx">勝。若乍许决定相违而有勝负者。即非不</span> <lb ed="T" n="0413a01"/><span class="tx">定也</span> <lb ed="T" n="0413a02"/><span class="tx">问。又避相违决定样有哉 答。声显论师不</span> <lb ed="T" n="0413a03"/><span class="tx">能以其所闻因立常宗。彼许外声是所闻</span> <lb ed="T" n="0413a04"/><span class="tx">性而无常故。便有不定。又彼声论许向音</span> <lb ed="T" n="0413a05"/><span class="tx">所闻性而是无常故。于所作勤勇二无常之</span> <lb ed="T" n="0413a06"/><span class="tx">因。不能以所闻性因作相违决定也</span> <lb ed="T" n="0413a07"/><span class="tx">问。若置拣别言。云除外声是所闻性云</span> <lb ed="T" n="0413a08"/><span class="tx">除响音所闻性者。又作相违决定哉。或响</span> <lb ed="T" n="0413a09"/><span class="tx">音等入宗中故非不定也。宗中总立为常</span> <lb ed="T" n="0413a10"/><span class="tx">故。虽应有违宗。然于因中具三相也。若</span> <lb ed="T" n="0413a11"/><span class="tx">尔。如何以之遮决定相违耶 答。依有简</span> <lb ed="T" n="0413a12"/><span class="tx">别言之难。此義难存欤。又难于所闻因避</span> <lb ed="T" n="0413a13"/><span class="tx">过。于所作因不避失者。颇以无用也</span> <lb ed="T" n="0413a14"/><span class="tx">问。若以所闻因。声性喩立。遂非决定相违</span> <lb ed="T" n="0413a15"/><span class="tx">者。何纂云。问。何故九句无相违决定。答。理</span> <lb ed="T" n="0413a16"/><span class="tx">门颂中據别而说。不对许有声性论者</span> <lb ed="T" n="0413a17"/><span class="tx">立所作因故。句中无故。彼中难<span style="font-size:8">イハク</span>所闻性因</span> <lb ed="T" n="0413a18"/><span class="tx">若对许有声性是常。此应<span style="font-size:8">トイフ</span>成因。此难不</span> <lb ed="T" n="0413a19"/><span class="tx">共不定。準此故知。不约对二彼论长行及</span> <lb ed="T" n="0413a20"/><span class="tx">此论中。據二宗对故。有相违决定</span><note place="inline">云云</note><span class="tx">见</span> <lb ed="T" n="0413a21"/><span class="tx">此文者。不共不定<span style="font-size:8">ノ</span>敌者<span style="font-size:8">ハ</span>约<span style="font-size:8">テイフ</span>对别师。以此</span> <lb ed="T" n="0413a22"/><span class="tx">准知。对不许有声性别师。无相违决定</span> <lb ed="T" n="0413a23"/><span class="tx">也。此约颂。若此小论等<span style="font-size:8">ニハ</span>许有声性二师对</span> <lb ed="T" n="0413a24"/><span class="tx">立。即有<span style="font-size:8">トイフ</span>决定相违也。更不可言此论法</span> <lb ed="T" n="0413a25"/><span class="tx">自相能违。乍二师许声性。而无相违决定。</span> <lb ed="T" n="0413a26"/><span class="tx">如何。又若如所言。理门颂设对许声性。亦</span> <lb ed="T" n="0413a27"/><span class="tx">应无决定相违。何劳设不对许有之释耶</span> <lb ed="T" n="0413a28"/><span class="tx"> 答。彼约且许所闻性因。声性同喩。为<span style="font-size:8">ト</span>相</span> <lb ed="T" n="0413a29"/><span class="tx">违决定论。若实论之。虽许声性。非真相违</span> <lb ed="T" n="0413b01"/><span class="tx">决定也。总意云。论中本为相违决定故。不</span> <lb ed="T" n="0413b02"/><span class="tx">可始难纂要之释。但论述一往意也</span> <lb ed="T" n="0413b03"/><span class="tx"> 今案。设声论师与勝论立<span style="font-size:8">タル</span>声无常所作</span> <lb ed="T" n="0413b04"/><span class="tx"> 性能破量作<span style="font-size:8">トモ</span>相违决定。彼声论本所立</span> <lb ed="T" n="0413b05"/><span class="tx"> 声常所作性故如虚空量者。必有相违因</span> <lb ed="T" n="0413b06"/><span class="tx"> 过。所以然者。其所作因非正因。又非不</span> <lb ed="T" n="0413b07"/><span class="tx"> 成不定。而阙後二相。不能成常宗。返成</span> <lb ed="T" n="0413b08"/><span class="tx"> 无常。岂非相违因。然彼以所闻性因。成</span> <lb ed="T" n="0413b09"/><span class="tx"> 常者。望其即为相违决定。故应言。一所</span> <lb ed="T" n="0413b10"/><span class="tx"> 作因立常宗时。成相违因。返成无常故。</span> <lb ed="T" n="0413b11"/><span class="tx"> 立无常时成决定相违。以对所闻别因</span> <lb ed="T" n="0413b12"/><span class="tx"> 成异宗故矣。故应反问言。声论对勝论。</span> <lb ed="T" n="0413b13"/><span class="tx"> 立声常。所作性故。此因何因性乎。难云。</span> <lb ed="T" n="0413b14"/><span class="tx"> 相违因者先邪後正也。能违成无常时。</span> <lb ed="T" n="0413b15"/><span class="tx"> 有决定相违者。何云後正耶。故理门云。</span> <lb ed="T" n="0413b16"/><span class="tx"> 此成相违因。若无所违害</span><note place="inline">文</note><span class="tx">疏云。凡显</span> <lb ed="T" n="0413b17"/><span class="tx"> 他过必自无过</span><note place="inline">文</note><span class="tx">又云。相违之因。此违无</span> <lb ed="T" n="0413b18"/><span class="tx"> 正。彼正无违</span><note place="inline">文</note><span class="tx">然何能违有过犹为相违</span> <lb ed="T" n="0413b19"/><span class="tx"> 因耶。又若强欲摄因者。可云三相中阙</span> <lb ed="T" n="0413b20"/><span class="tx"> 减过性。以阙後二相故。何必云相违因</span> <lb ed="T" n="0413b21"/><span class="tx"> 耶。答。对本量宗。以成能违名为正因。</span> <lb ed="T" n="0413b22"/><span class="tx"> 具三相故。然实论之。是相违决定<span style="font-size:8">ニシテ</span>非</span> <lb ed="T" n="0413b23"/><span class="tx"> 正因也。又成无常宗。如实显示立论过</span> <lb ed="T" n="0413b24"/><span class="tx"> 失。岂非真能破也。直相违决定<span style="font-size:8">ナリトモ</span>犹得</span> <lb ed="T" n="0413b25"/><span class="tx"> 真能立名。况能破他。如实显他相违因</span> <lb ed="T" n="0413b26"/><span class="tx"> 过也。何不得言正因乎。理门幷本疏。</span> <lb ed="T" n="0413b27"/><span class="tx"> 以相违决定因亦为正因证有。更检之</span> <lb ed="T" n="0413b28"/><span class="tx"> </span><note place="inline">难中所出理门文。云若无所违<br/>害。不云必无所违害思之</note><span class="tx">次言阙後二相</span> <lb ed="T" n="0413b29"/><span class="tx"> 因非相违之物。单名缺减过性者。不然。</span> <lb ed="T" n="0413c01"/><span class="tx"> 疏上卷云。唯阙初相四不成摄。如是二合</span> <lb ed="T" n="0413c02"/><span class="tx"> 阙乃至三合阙。随应唯有不成不定及相</span> <lb ed="T" n="0413c03"/><span class="tx"> 违过。皆因过故</span><note place="inline">文</note><span class="tx">準此文。阙後二相单阙</span> <lb ed="T" n="0413c04"/><span class="tx"> 减过<span style="font-size:8">ニシテ</span>非<span style="font-size:8">ルアラハ</span>相违。尤不可然。此上義符</span> <lb ed="T" n="0413c05"/><span class="tx"> 契道理。然甚微隐。更审决耳</span> <lb ed="T" n="0413c06"/><span class="tx">问。有先德约<persName>佛</persName>弟子所立声无常所作性故</span> <lb ed="T" n="0413c07"/><span class="tx">量上。作相违决定云。声非无常。馀无常法</span> <lb ed="T" n="0413c08"/><span class="tx">所不摄故。如馀常法</span><note place="inline">云云</note><span class="tx">何遮此过可成</span> <lb ed="T" n="0413c09"/><span class="tx"><persName>佛</persName>法正因耶 答。彼人自云。非唯此中有</span> <lb ed="T" n="0413c10"/><span class="tx">此过失。馀诸正因多分皆尔。愚管难会。须</span> <lb ed="T" n="0413c11"/><span class="tx">问明师。且准理门现教力勝。应作转救。義</span> <lb ed="T" n="0413c12"/><span class="tx">如前释</span><note place="inline">云云 已<br/>上楞严</note><span class="tx">今案。理门论云。谓如前说</span> <lb ed="T" n="0413c13"/><span class="tx">甁为同法。于彼同法有可烧等差别義故。</span> <lb ed="T" n="0413c14"/><span class="tx">是则甁应无常非声。声应是常不可烧等。</span> <lb ed="T" n="0413c15"/><span class="tx">有差别故。由此分别顚倒所立。是故说名</span> <lb ed="T" n="0413c16"/><span class="tx">分别相似</span><note place="inline">文</note><span class="tx">以之思之。今声与甁者。无常</span> <lb ed="T" n="0413c17"/><span class="tx">是同也。然以馀義别辨声与甁等别。而云</span> <lb ed="T" n="0413c18"/><span class="tx">声者馀甁等无常法所不摄。而有所说者。是</span> <lb ed="T" n="0413c19"/><span class="tx">则分别相似过类也。陈那论遮正比量之上</span> <lb ed="T" n="0413c20"/><span class="tx">过。岂不尽简人情所设似破耶。更可问答</span> <lb ed="T" n="0413c21"/><span class="tx">详之。而烦不叙之耳 演秘见法自相因</span> <lb ed="T" n="0413c22"/><span class="tx">对<persName>佛</persName>法義也。其文显也。尤可案也。此有人</span> <lb ed="T" n="0413c23"/><span class="tx">所勘出耳</span> <lb ed="T" n="0413c24"/><span class="tx">裡书云</span> <lb ed="T" n="0413c25"/><span class="tx"> <persName>佛</persName>弟子证文为声勝相对尤为难之文也</span> <lb ed="T" n="0413c26"/><span class="tx"> 演秘第二云。若共比量犯他不定即为</span> <lb ed="T" n="0413c27"/><span class="tx"> 过者。何有正量。且如九句第二之因。亦</span> <lb ed="T" n="0413c28"/><span class="tx"> 犯他宗。决定相违。以彼自许有声性故。</span> <lb ed="T" n="0413c29"/><span class="tx"> 域龙何乃断为正因。及将此因声勝相对</span> <lb ed="T" n="0414a01"/><span class="tx"> 便为不定。以此故知。共比量者违共及</span> <lb ed="T" n="0414a02"/><span class="tx"> 自方名为过。违他便非。不尔乃违诸教</span> <lb ed="T" n="0414a03"/><span class="tx"> 理也</span><note place="inline">云云 已<br/>上裡书</note> <lb ed="T" n="0414a04"/><span class="tx">问。就眼等必为他用之量。检法差别相违</span> <lb ed="T" n="0414a05"/><span class="tx">过方何 答。作法云眼等者。有法自相也。</span> <lb ed="T" n="0414a06"/><span class="tx">云必为他用者。法自相也。必为他用之法自</span> <lb ed="T" n="0414a07"/><span class="tx">相下。神我他用勝。假我他用劣者。法之差别</span> <lb ed="T" n="0414a08"/><span class="tx">也。立者意许者。神我他用勝宗也。然同喩卧</span> <lb ed="T" n="0414a09"/><span class="tx">具<span style="font-size:8">ハ</span>假也用勝者。非真他用勝者。望意许宗</span> <lb ed="T" n="0414a10"/><span class="tx">为宗异品</span><note place="inline">宗之异品云事也。<br/>意简因异品耳</note><span class="tx">积聚性故<span style="font-size:8">ノ</span>因转</span> <lb ed="T" n="0414a11"/><span class="tx">彼异品。同无异有<span style="font-size:8">ニシテ</span>。阙後二相故。作能违</span> <lb ed="T" n="0414a12"/><span class="tx">云。眼等必为积聚他用勝。积聚性故。如卧</span> <lb ed="T" n="0414a13"/><span class="tx">具等。是其作法也。或又有检真他用勝假他</span> <lb ed="T" n="0414a14"/><span class="tx">用勝之義</span><note place="inline">真慧等传云云。又淸水传<br/>也。山家注释申此義耳</note><span class="tx">或有直检</span> <lb ed="T" n="0414a15"/><span class="tx">真他用假他用之传</span><note place="inline">明诠传<br/>云云</note> <lb ed="T" n="0414a16"/><span class="tx">问。何传正義耶 答。难知。但检勝劣差别</span> <lb ed="T" n="0414a17"/><span class="tx">者。权大僧都等御传也。上代诸德多检勝劣</span> <lb ed="T" n="0414a18"/><span class="tx">差别也。且可依此传也</span> <lb ed="T" n="0414a19"/><span class="tx">问。若尔。为偏存朋执。非论理邪正之本</span> <lb ed="T" n="0414a20"/><span class="tx">意耶 答。理有百途。谁辄是非<span style="font-size:8">セム</span>。然立義法</span> <lb ed="T" n="0414a21"/><span class="tx">必依所承受。且依一途。又非无道理邪正。</span> <lb ed="T" n="0414a22"/><span class="tx">所以依一途出文申理。先文证者。疏云。今</span> <lb ed="T" n="0414a23"/><span class="tx">者陈那即以彼因与所立法勝劣差别而作</span> <lb ed="T" n="0414a24"/><span class="tx">相违</span><note place="inline">文</note><span class="tx">大贤云。今商主意。即以彼因与所立</span> <lb ed="T" n="0414a25"/><span class="tx">法勝劣差别而作相违</span><note place="inline">文</note><span class="tx">道猷云。慈恩法师</span> <lb ed="T" n="0414a26"/><span class="tx">以勝劣成</span><note place="inline">云云</note><span class="tx">智周後记云。由此但应如此</span> <lb ed="T" n="0414a27"/><span class="tx">疏说勝劣难也。即无过失</span><note place="inline">云云</note><span class="tx">次立道理</span> <lb ed="T" n="0414a28"/><span class="tx">者。立者乐为<span style="font-size:8">ノ</span>宗<span style="font-size:8">ハ</span>是真他用勝也假他用劣義</span> <lb ed="T" n="0414a29"/><span class="tx">与此相违。此即眼等上有二他用。真用勝假</span> <lb ed="T" n="0414b01"/><span class="tx">用劣也。此是彼宗本所许義也。然其中本意</span> <lb ed="T" n="0414b02"/><span class="tx">所成有能勝而用真他也。故假他用劣为</span> <lb ed="T" n="0414b03"/><span class="tx">不乐为行差别也。故疏云。然眼等根不积聚</span> <lb ed="T" n="0414b04"/><span class="tx">他实我用勝。亲用于此受五唯量故。由依</span> <lb ed="T" n="0414b05"/><span class="tx">眼等方立假我故。积聚我用眼等劣</span><note place="inline">文</note><span class="tx">明知</span> <lb ed="T" n="0414b06"/><span class="tx">眼等上但有真他用勝假他用劣也。又疏云。</span> <lb ed="T" n="0414b07"/><span class="tx">若数论外道对<persName>佛</persName>弟子。意欲成立我为受</span> <lb ed="T" n="0414b08"/><span class="tx">者受用眼等</span><note place="inline">文</note><span class="tx">积聚假他用劣即为不乐为</span> <lb ed="T" n="0414b09"/><span class="tx">也</span> <lb ed="T" n="0414b10"/><span class="tx">问。若言假用勝为行差别。有何过耶 答。</span> <lb ed="T" n="0414b11"/><span class="tx">乍置眼等上假用劣義。越取卧具等上假用</span> <lb ed="T" n="0414b12"/><span class="tx">勝为他用下一義。而立眼等上他用宗乎。</span> <lb ed="T" n="0414b13"/><span class="tx">宗与同喩本是别故矣</span> <lb ed="T" n="0414b14"/><span class="tx">问。就假用勝義有文理证。文云。彼立因意。</span> <lb ed="T" n="0414b15"/><span class="tx">非成积聚他用勝其积聚他用勝即之异品</span> <lb ed="T" n="0414b16"/><note place="inline">文</note><span class="tx">异品即是异宗。异宗即是替处言陈敌者</span> <lb ed="T" n="0414b17"/><span class="tx">所成宗也。此岂不是行差别乎。又云。彼积</span> <lb ed="T" n="0414b18"/><span class="tx">聚因今更不改。还即以彼成立意许法之差</span> <lb ed="T" n="0414b19"/><span class="tx">别积聚他用</span><note place="inline">文</note><span class="tx">此显能违宗也。谓成法差别</span> <lb ed="T" n="0414b20"/><span class="tx">积聚他用即为能违宗也。退检能违宗者。</span> <lb ed="T" n="0414b21"/><span class="tx">即积聚他用勝也。若任论略文者。但积聚他</span> <lb ed="T" n="0414b22"/><span class="tx">用也。若加字之时即用勝也。假用劣行差别</span> <lb ed="T" n="0414b23"/><span class="tx">何处存哉。次直就宗依论之。以眼等为有</span> <lb ed="T" n="0414b24"/><span class="tx">法。以他用为能别。他用能别之下有真用</span> <lb ed="T" n="0414b25"/><span class="tx">勝假用勝。以彼宗许假用勝義故。以卧具</span> <lb ed="T" n="0414b26"/><span class="tx">等有此義故。总为宗依。比量道理<span style="font-size:8">トシテ</span>安立</span> <lb ed="T" n="0414b27"/><span class="tx">此法不的在彼卧具等上。然立者意取真</span> <lb ed="T" n="0414b28"/><span class="tx">他用合眼等。立为不相離宗体。其假他用</span> <lb ed="T" n="0414b29"/><span class="tx">便为不乐之差别也。例如四分量。心心所法</span> <lb ed="T" n="0414c01"/><span class="tx">一刹那中能自照。量<span style="font-size:8">ノ</span>自照法下非缘虑差别。</span> <lb ed="T" n="0414c02"/><span class="tx">理实心法无非缘虑。但是同喩灯日等義。然</span> <lb ed="T" n="0414c03"/><span class="tx">比量门立为能别也。若尔。何遮此等文理</span> <lb ed="T" n="0414c04"/><span class="tx">哉 答。今案。他用能别<span style="font-size:8">ニハ</span>总擧他用以为宗</span> <lb ed="T" n="0414c05"/><span class="tx">依故。于他用法自相下若真用勝劣。若假用</span> <lb ed="T" n="0414c06"/><span class="tx">勝劣。皆为差别。然立者本欲成宗者。但真</span> <lb ed="T" n="0414c07"/><span class="tx">用勝義耳。其与此相违而非真用勝之義者。</span> <lb ed="T" n="0414c08"/><span class="tx">若真用劣<span style="font-size:8">ニマレ</span>乃假用勝劣<span style="font-size:8">ニマレ</span>。皆不乐为之差别。</span> <lb ed="T" n="0414c09"/><span class="tx">此理必然也。然于眼等上有假用劣。正以</span> <lb ed="T" n="0414c10"/><span class="tx">此为行差别。馀義隐居不为行差别也。若</span> <lb ed="T" n="0414c11"/><span class="tx">由此理者。其积众他用勝即是异品文非难。</span> <lb ed="T" n="0414c12"/><span class="tx">又成立意许法之差别文不违于四分量例</span> <lb ed="T" n="0414c13"/><span class="tx">者。可思之。于心心所定无非缘虑自照義</span> <lb ed="T" n="0414c14"/><span class="tx">欤。<ruby chr="ハ タ">为当</ruby>有耶。若以声之上可闻不可闻等義</span> <lb ed="T" n="0414c15"/><span class="tx">之文案之者。可有非缘虑而自照義欤。若</span> <lb ed="T" n="0414c16"/><span class="tx">许尔者。又非取同喩上義矣</span><note place="inline">後记云。声上无我<br/>非可闻義。或缘不</note> <lb ed="T" n="0414c17"/><note place="inline">合即不可闻也云云可<br/>以此思之而未决也</note><span class="tx">若言心必无非缘虑而</span> <lb ed="T" n="0414c18"/><span class="tx">自照義者。应言无馀行差别之義故。取同</span> <lb ed="T" n="0414c19"/><span class="tx">喩上義。自本所不遮也。以比量立有此</span> <lb ed="T" n="0414c20"/><span class="tx">義故。其安立理如上论矣。然于他用量者。</span> <lb ed="T" n="0414c21"/><span class="tx">有假用劣可以为差别。何远取同喩上義</span> <lb ed="T" n="0414c22"/><span class="tx">耶</span><note place="inline">为言 意许行差别。不必与能违同。如唯识比量。<br/>不置自许言时。有法差别意许行差别异能</note> <lb ed="T" n="0414c23"/><note place="inline">违宗也。若同者<br/>有所立不成也</note> <lb ed="T" n="0414c24"/><span class="tx">问。直勘真他用假他用得意者。有何失耶</span> <lb ed="T" n="0414c25"/><span class="tx"> 答。疏云。勝劣差别而作相违</span><note place="inline">文</note><span class="tx">又云。彼</span> <lb ed="T" n="0414c26"/><span class="tx">立因意成非积聚他用勝</span><note place="inline">文</note><span class="tx">既违此等文。</span> <lb ed="T" n="0414c27"/><span class="tx">又若立者乐为本真他用者。作假他用勝能</span> <lb ed="T" n="0414c28"/><span class="tx">违难真用者。既非本所诤。岂成真能破耶</span> <lb ed="T" n="0414c29"/><note place="inline">二他用传。明诠记不分<br/>明见。可寻其由来矣</note> <lb ed="T" n="0415a01"/><span class="tx">问。捡勝劣差别之意。引文立理既然也。然</span> <lb ed="T" n="0415a02"/><span class="tx">犹有不审。重详之。疏文云。与所立法勝劣</span> <lb ed="T" n="0415a03"/><span class="tx">差别而作相违</span><note place="inline">文</note><span class="tx">见此文者。与假用劣行</span> <lb ed="T" n="0415a04"/><span class="tx">差别亦作相违也。既俱难乐为不乐为作</span> <lb ed="T" n="0415a05"/><span class="tx">相违者。何物替处言陈耶。诚能违量云<span style="font-size:8">ヲ</span>假</span> <lb ed="T" n="0415a06"/><span class="tx">他用勝。思合此与所立法勝劣差别文者。假</span> <lb ed="T" n="0415a07"/><span class="tx">用勝宗亦能遮非假用劣義。若以假用劣</span> <lb ed="T" n="0415a08"/><span class="tx">为差别。背差别相违之理。如何 答立假</span> <lb ed="T" n="0415a09"/><span class="tx">用勝之时。假用之義犹存。故纂云。假他替处</span> <lb ed="T" n="0415a10"/><span class="tx">不失言显</span><note place="inline">文</note> <lb ed="T" n="0415a11"/><span class="tx">问。若尔者。全不遮之假用勝<span style="font-size:8">ヲ</span>可以为行差</span> <lb ed="T" n="0415a12"/><span class="tx">别。何劳取半存半已假用劣之 答。眼等</span> <lb ed="T" n="0415a13"/><span class="tx">上他用故。虽不乐为。犹于立者前者。取假</span> <lb ed="T" n="0415a14"/><span class="tx">用劣为行差别也。况本勝劣差别起。必以</span> <lb ed="T" n="0415a15"/><span class="tx">假用劣为行差别。其理如次下论矣</span> <lb ed="T" n="0415a16"/><span class="tx">问。既知慈恩心成勝劣義。然未知其所由。</span> <lb ed="T" n="0415a17"/><span class="tx">天主论但作假他用能违难他用宗。莊严疏</span> <lb ed="T" n="0415a18"/><span class="tx">但成二他用義也。案其意。数论立必为他</span> <lb ed="T" n="0415a19"/><span class="tx">用量本意。但为成立有神我他故。立眼等</span> <lb ed="T" n="0415a20"/><span class="tx">为真他用宗本诤不及勝劣義。若尔。如何</span> <lb ed="T" n="0415a21"/><span class="tx">成疏主御意耶 答。陈那既难作假他用能</span> <lb ed="T" n="0415a22"/><span class="tx">违给。定知有此法差别相违过。然西域陈那</span> <lb ed="T" n="0415a23"/><span class="tx">弟子寻陈那踪作假他用能违。数论门人难</span> <lb ed="T" n="0415a24"/><span class="tx">之云有相符过</span><note place="inline">三藏遊西天亲<br/>经见此等事</note><span class="tx">又勝義七十</span> <lb ed="T" n="0415a25"/><span class="tx">论破云若说积他犯相符过。不云有违</span> <lb ed="T" n="0415a26"/><span class="tx">宗。以此二证知。彼宗亦许眼等假用。若对</span> <lb ed="T" n="0415a27"/><span class="tx">彼师立眼等假他用宗。即有相符。又彼宗</span> <lb ed="T" n="0415a28"/><span class="tx">计。我知者受用五尘境时。自性便变二十</span> <lb ed="T" n="0415a29"/><span class="tx">三谛。如唯识论云。执我受用三德所成二十</span> <lb ed="T" n="0415b01"/><span class="tx">三谛</span><note place="inline">取意</note><span class="tx">故卧具等必为真他用。故疏云。其</span> <lb ed="T" n="0415b02"/><span class="tx">卧具等必其神我须思量受用故。从大等</span> <lb ed="T" n="0415b03"/><span class="tx">次第成之</span><note place="inline">文</note><span class="tx">故亦不可难云眼等唯为假</span> <lb ed="T" n="0415b04"/><span class="tx">他用。如卧具等。同喩不成故。依此等理推</span> <lb ed="T" n="0415b05"/><span class="tx">征。必可以勝劣差别作相违过也。此则疏</span> <lb ed="T" n="0415b06"/><span class="tx">主案陈那量意旨趣也</span> <lb ed="T" n="0415b07"/><span class="tx">问。陈那作勝劣难事既知之。未知陈那</span> <lb ed="T" n="0415b08"/><span class="tx">以何强捡法差别过。勝劣差别非本诤故</span> <lb ed="T" n="0415b09"/><span class="tx">耶 答。今案。立论法有二。一本意所诤義。</span> <lb ed="T" n="0415b10"/><span class="tx">谓如声之上有无常義及有神我谛自性</span> <lb ed="T" n="0415b11"/><span class="tx">有大有性。又如有他方<persName>佛</persName>体。有火体等也。</span> <lb ed="T" n="0415b12"/><span class="tx">二安立比量门義。如正立声无常宗等。就</span> <lb ed="T" n="0415b13"/><span class="tx">此安立比量门有二种。一正所立。谓法自</span> <lb ed="T" n="0415b14"/><span class="tx">相。如立声无常。以无常法立本所诤无常</span> <lb ed="T" n="0415b15"/><span class="tx">義也。二傍所立。谓安立比量道理。以因成</span> <lb ed="T" n="0415b16"/><span class="tx">立。而不直言陈立宗。但寄言陈義准成立。</span> <lb ed="T" n="0415b17"/><span class="tx">如本欲成立神我体有。而安立比量。为眼</span> <lb ed="T" n="0415b18"/><span class="tx">等必真他用勝。成立眼等上带能用真他之</span> <lb ed="T" n="0415b19"/><span class="tx">義。而资益成别我有法体 其所安立真他</span> <lb ed="T" n="0415b20"/><span class="tx">用勝宗<span style="font-size:8">ヲ</span>寄于眼等他用言陈。意含安立。名</span> <lb ed="T" n="0415b21"/><span class="tx">为意许。此与本所诤神我体有其義少异</span> <lb ed="T" n="0415b22"/><span class="tx">也。依此道理。本虽诤神我体有。而意<span style="font-size:8">ニ</span>安</span> <lb ed="T" n="0415b23"/><span class="tx">立<span style="font-size:8">セル</span>所乐之宗。为眼等必为神我他用勝。以</span> <lb ed="T" n="0415b24"/><span class="tx">积聚因而成立之。所以直言真他用。又非</span> <lb ed="T" n="0415b25"/><span class="tx">本意。近代学者多不辨本意所诤及意所许</span> <lb ed="T" n="0415b26"/><span class="tx">宗而致迷谬耳</span> <lb ed="T" n="0415b27"/><span class="tx">问。既知数论安立真他用勝宗事。未知数</span> <lb ed="T" n="0415b28"/><span class="tx">论何意安立真他用勝宗耶。答。金七十论云。</span> <lb ed="T" n="0415b29"/><span class="tx">为显我有故。而说如是偈。聚集为<span style="font-size:8">カ</span>他故。</span> <lb ed="T" n="0415c01"/><span class="tx">异<span style="font-size:8">ト</span>三德依<span style="font-size:8">トノ</span>故。食者<span style="font-size:8">ト</span>独離<span style="font-size:8">トノ</span>故。五因<span style="font-size:8">ヲモテ</span>立有</span> <lb ed="T" n="0415c02"/><span class="tx">我聚集为他故<span style="font-size:8">トハ</span>。我见世间。一切聚集幷是</span> <lb ed="T" n="0415c03"/><span class="tx">为他譬如床座等聚。非为自用。必皆为人</span> <lb ed="T" n="0415c04"/><span class="tx">设。有他能受用为此故。聚集屋等亦如是。</span> <lb ed="T" n="0415c05"/><span class="tx">大等亦如是。五大聚名身。是身非自为。决</span> <lb ed="T" n="0415c06"/><span class="tx">定为他他者即是我。故知我实有</span><note place="inline">已上<br/>略抄</note><span class="tx">此以</span> <lb ed="T" n="0415c07"/><span class="tx">聚集物必有<span style="font-size:8">アリトイフ</span>能受用他因喩之力比量。</span> <lb ed="T" n="0415c08"/><span class="tx">而比知得眼等必有能用他。于其能用他。</span> <lb ed="T" n="0415c09"/><span class="tx">若不辨勝劣差别者。终不比知得别我有</span> <lb ed="T" n="0415c10"/><span class="tx">理。以彼假我亦是他。而受用眼等故。依之</span> <lb ed="T" n="0415c11"/><span class="tx">数论案立诸聚集者必有亲受用者之时。假</span> <lb ed="T" n="0415c12"/><span class="tx">我疏用者故不被立。必应别有亲受用者</span> <lb ed="T" n="0415c13"/><span class="tx">真我理被立。此是数论安立量意也所以</span> <lb ed="T" n="0415c14"/><span class="tx">立眼等他用宗。于他用宗中偏立有受用</span> <lb ed="T" n="0415c15"/><span class="tx">勝他。以受用劣他为不乐为行差别。陈那</span> <lb ed="T" n="0415c16"/><span class="tx">菩萨依瑜伽说。所成立有二。一自性。二差</span> <lb ed="T" n="0415c17"/><span class="tx">别。所成立自性。谓我法自性有无之意。捡此</span> <lb ed="T" n="0415c18"/><span class="tx">数论量成我有自相也。然世间愚痴人谓</span> <lb ed="T" n="0415c19"/><span class="tx">立眼等上为他用義信此量也。故依理正</span> <lb ed="T" n="0415c20"/><span class="tx">之时。必为他用勝之義必欲立我体有也。</span> <lb ed="T" n="0415c21"/><span class="tx">彼所安立他用勝。即真他用勝也。本欲立</span> <lb ed="T" n="0415c22"/><span class="tx">量时。云有我能受用眼等故。故即为成</span> <lb ed="T" n="0415c23"/><span class="tx">立真他用勝宗。彼所不乐受用劣他者。即是</span> <lb ed="T" n="0415c24"/><span class="tx">假他用劣也。数论安立意许宗。粗如此。依</span> <lb ed="T" n="0415c25"/><span class="tx">此道理之时。捡勝勝差别捡二他用差别。</span> <lb ed="T" n="0415c26"/><span class="tx">皆为非理事矣</span> <lb ed="T" n="0415c27"/><span class="tx">问。数论师意。真假二他受用眼等卧具勝劣</span> <lb ed="T" n="0415c28"/><span class="tx">何耶。答。日本古德云。眼等定真他用勝假他</span> <lb ed="T" n="0415c29"/><span class="tx">用劣。于卧具者有二義。若就思量受用義</span> <lb ed="T" n="0416a01"/><span class="tx">者。真用勝假用劣也。若依安处所需義者。</span> <lb ed="T" n="0416a02"/><span class="tx">假用勝真用劣也</span><note place="inline">云云</note><span class="tx">今案。眼等如前疏文</span> <lb ed="T" n="0416a03"/><span class="tx">分明也。于卧具者。疏云。若以所思实我</span> <lb ed="T" n="0416a04"/><span class="tx">用勝假我用劣。然以假我安处。所需方受床</span> <lb ed="T" n="0416a05"/><span class="tx">座故。于卧具假他用勝实我用劣</span><note place="inline">文</note><span class="tx">一往</span> <lb ed="T" n="0416a06"/><span class="tx">见此文之时。如古传。但再案之则不然。假</span> <lb ed="T" n="0416a07"/><span class="tx">我非思。何云假我思用劣。实我非色。何以</span> <lb ed="T" n="0416a08"/><span class="tx">之案床座而受用劣哉。故知神我思量受用</span> <lb ed="T" n="0416a09"/><span class="tx">与假我安处所需受用相对。神我受用劣。假</span> <lb ed="T" n="0416a10"/><span class="tx">我受用勝云也。故若以所思等者。设若以</span> <lb ed="T" n="0416a11"/><span class="tx">所思为本作床座者。容是真用勝也。然以</span> <lb ed="T" n="0416a12"/><span class="tx">假我等者。然床座等本为假我安处所需故。</span> <lb ed="T" n="0416a13"/><span class="tx">但假用勝云也。当知上假设语。下还表实</span> <lb ed="T" n="0416a14"/><span class="tx">義。故邑记释云。此意总说。若是实我所思</span> <lb ed="T" n="0416a15"/><span class="tx">而受用者。名实我用勝。然卧具等本为假</span> <lb ed="T" n="0416a16"/><span class="tx">我安处所需。非是实我所见亲所受用。故</span> <lb ed="T" n="0416a17"/><span class="tx">实我劣也</span><note place="inline">文</note><span class="tx">此释意。然实神我思量受用劣</span> <lb ed="T" n="0416a18"/><note place="inline">为言</note><span class="tx">诚见略纂太贤等释。神我偏疏用卧具。</span> <lb ed="T" n="0416a19"/><span class="tx">假我偏亲用卧具物也。于卧具更无真用</span> <lb ed="T" n="0416a20"/><span class="tx">勝假用劣義也</span> <lb ed="T" n="0416a21"/><span class="tx">问。设许卧具亦真用勝假用劣者。有何失</span> <lb ed="T" n="0416a22"/><span class="tx">耶 答。若尔者。积聚性因非相违因。以同</span> <lb ed="T" n="0416a23"/><span class="tx">喩卧具真用勝。而因转彼同喩故也。又不</span> <lb ed="T" n="0416a24"/><span class="tx">成能违宗。卧具假用劣。不成所立假用</span> <lb ed="T" n="0416a25"/><span class="tx">勝故也。又不可言。且就安处所需一義为</span> <lb ed="T" n="0416a26"/><span class="tx">难作相违。以本量之主亦以思量受用之</span> <lb ed="T" n="0416a27"/><span class="tx">義可反难故也。又于一卧具上幷有二義</span> <lb ed="T" n="0416a28"/><span class="tx">者。即非相违。凡相违義者。必于一法体上</span> <lb ed="T" n="0416a29"/><span class="tx">无二幷故。立一義之时。一義即被遮。如云</span> <lb ed="T" n="0416b01"/><span class="tx">然俱可得一義相违不容有故。是犹豫因</span> <lb ed="T" n="0416b02"/><span class="tx">也。今真他用勝假他用勝即不然。一卧具上</span> <lb ed="T" n="0416b03"/><span class="tx">有二義故。积聚性因依同喩力应幷成立</span> <lb ed="T" n="0416b04"/><span class="tx">二用勝宗。若尔。立假用勝便非相违。不</span> <lb ed="T" n="0416b05"/><span class="tx">能破他真他用勝宗也。有此过故。应速</span> <lb ed="T" n="0416b06"/><span class="tx">捨此谬说矣</span><note place="inline">意云。卧具望二宗常同品也。俱有<br/>所立故。遂非异喩。以无所立名</note> <lb ed="T" n="0416b07"/><note place="inline">异品。此有<br/>所立故也</note> <lb ed="T" n="0416b08"/><span class="tx">问。<persName>佛</persName>法中本无可对真用。而对何他用立</span> <lb ed="T" n="0416b09"/><span class="tx">假他用勝耶 答。有云。对数论宗真他用</span> <lb ed="T" n="0416b10"/><span class="tx">勝也</span><note place="inline">云云</note><span class="tx">今谓。若尔。为言<persName>佛</persName>法中无假用</span> <lb ed="T" n="0416b11"/><span class="tx">勝義。犹于共比量有违宗过。请详之。是故</span> <lb ed="T" n="0416b12"/><span class="tx">应云。<persName>佛</persName>法中亦云假他用勝以对假用劣</span> <lb ed="T" n="0416b13"/><span class="tx">故也。夫积聚集法为积聚假找用<span style="font-size:8">ルルコト</span>勝。去来</span> <lb ed="T" n="0416b14"/><span class="tx">散法及极微等不积聚法<span style="font-size:8">ハ</span>不为积聚假他亲</span> <lb ed="T" n="0416b15"/><span class="tx">用。不如卧具等。故假用劣。故<persName>佛</persName>弟子擧立</span> <lb ed="T" n="0416b16"/><span class="tx">敌极成假他亲用法以为宗依。于眼等上</span> <lb ed="T" n="0416b17"/><span class="tx">和合立为宗。破数论立<span style="font-size:8">ツル</span>神我亲用宗矣</span> <lb ed="T" n="0416b18"/><note place="inline">以用勝用劣亦名亲用疏用者。疏云。亲用出此受<br/>五唯量故文。略纂云。亲用疏用云云。太贤同之</note> <lb ed="T" n="0416b19"/><span class="tx">问。疏云。若言眼等必为我用能别不成</span><note place="inline">云云</note> <lb ed="T" n="0416b20"/><span class="tx">若尔。何故灯第二云。我所执我体定非一。</span> <lb ed="T" n="0416b21"/><span class="tx">许更相变故。如汝大乘同处不相離色</span><note place="inline">云云</note> <lb ed="T" n="0416b22"/><span class="tx">于此量有法我下。检神我假我差别也。今</span> <lb ed="T" n="0416b23"/><span class="tx">準此。于我用能别可通真假。何强嫌我用</span> <lb ed="T" n="0416b24"/><span class="tx">言取他用言耶 答。可随立论时审定。若</span> <lb ed="T" n="0416b25"/><span class="tx">彼外道言有我时。<persName>佛</persName>法依真我无<span style="font-size:8">ト云</span>此者。</span> <lb ed="T" n="0416b26"/><span class="tx">彼我即神我。以诸外道偏执我故。多分以</span> <lb ed="T" n="0416b27"/><span class="tx">真我名实我也。若<persName>佛</persName>法者谓通假我。许此</span> <lb ed="T" n="0416b28"/><span class="tx">言也。故临立量时。随先所诤。或成不成</span> <lb ed="T" n="0416b29"/><span class="tx">也。故彼灯依二義。一捡意许。一直破自相。</span> <lb ed="T" n="0416c01"/><span class="tx">不如他言非别指法其我谛者唯意许也</span> <lb ed="T" n="0416c02"/><note place="inline">又有有法自相相<br/>违过。可见文</note><span class="tx">复案云。我言亘世俗故通假</span> <lb ed="T" n="0416c03"/><span class="tx">我。若依勝義唯神我耳。数论云我正是神</span> <lb ed="T" n="0416c04"/><span class="tx">我也。<persName>佛</persName>法直云无此我。而有时亘世俗加</span> <lb ed="T" n="0416c05"/><span class="tx">假我。且许我之言。但非神我。若依勝義。外</span> <lb ed="T" n="0416c06"/><span class="tx">道我唯神我也。<persName>佛</persName>法全无于我也</span> <lb ed="T" n="0416c07"/><span class="tx"> 养和二年二月十二日以彼再治本直入毕</span> <lb ed="T" n="0416c08"/><span class="tx"> 三论惠珠</span><note place="inline">生年满<br/>六十</note><span class="tx"> </span> <lb ed="T" n="0416c09"/><span class="tx"> 文龟二年</span><note place="inline">壬戌</note><span class="tx">八月三日写功终讫</span> <lb ed="T" n="0416c10"/><span class="tx"> 三论沙门 英宪 </span> <lb ed="T" n="0416c11"/><span class="tx"> 英宪法印圆寂之砌令相传毕辄不可有他</span> <lb ed="T" n="0416c12"/><span class="tx">用者也 三论宗 英训</span> <lb ed="T" n="0416c13"/> <lb ed="T" n="0416c14"/> <lb ed="T" n="0416c15"/> <lb ed="T" n="0416c16"/> <lb ed="T" n="0416c17"/> <lb ed="T" n="0416c18"/> <lb ed="T" n="0416c19"/> <lb ed="T" n="0416c20"/> <lb ed="T" n="0416c21"/> <lb ed="T" n="0416c22"/> <lb ed="T" n="0416c23"/> <lb ed="T" n="0416c24"/> <lb ed="T" n="0416c25"/> <lb ed="T" n="0416c26"/> <lb ed="T" n="0416c27"/> <lb ed="T" n="0416c28"/> </body> <back> <cb:div type="taisho-notes"> <head>大正 挍註</head> <note n="0402b0402" resp="#resp2" type="orig" place="foot text" target="#0C3E90402b0402">＜原＞文龟二年写东大寺藏本</note> </cb:div> </back> </text> </TEI>