<?xml version="1.0" encoding="UTF-8"?><app type="variant" for="doc_HickScorner_M" view="complete" select="" base-label="">
    <coll>
      <ln t="tln" n="2"/>
      <lem resp="Q1">fro</lem>
      <rdg resp="Q3">frō</rdg>
   </coll>
    <coll>
      <ln t="tln" n="4"/>
      <lem resp="Q1">of</lem>
      <rdg resp="Q3">of<note>Hawkins reads Q1 "or"</note>
      </rdg>
   </coll>
    <coll>
      <ln t="tln" n="10"/>
      <lem resp="Q1">put</lem>
      <rdg resp="Q3">haue put</rdg>
   </coll>
    <coll>
      <ln t="tln" n="12"/>
      <lem resp="Manly">stand,</lem>
      <rdg resp="Hawkins">stonde;</rdg>
   </coll>
    <coll>
      <ln t="tln" n="13"/>
      <lem resp="Manly">rood.</lem>
      <rdg resp="Hawkins">rode,</rdg>
   </coll>
    <coll>
      <ln t="tln" n="14"/>
      <lem resp="Ed">wound,</lem>
      <rdg resp="Q1">wounde</rdg>
      <rdg resp="Q3">a wonde</rdg>
      <rdg resp="Hawkins">wounde;</rdg>
      <rdg resp="Manly">[a] wounde,</rdg>
   </coll>
    <coll>
      <ln t="tln" n="15"/>
      <lem resp="Manly">asunder.</lem>
      <rdg resp="Q1">a sondre</rdg>
      <rdg resp="Q3">in sonder</rdg>
      <rdg resp="Hawkins">a sondre,</rdg>
   </coll>
    <coll>
      <ln t="tln" n="17"/>
      <lem resp="Q1">little</lem>
      <rdg resp="Q3">no</rdg>
   </coll>
    <coll>
      <ln t="tln" n="18"/>
      <lem resp="Q1">This . . . lady<note>Switched with TLN 20, "Splayed . . . pity" in Manly (following Kittredge's conjecture)</note>
      </lem>
   </coll>
    <coll>
      <ln t="tln" n="18"/>
      <lem resp="Q1">colour</lem>
      <rdg resp="Q3">colour</rdg>
      <rdg resp="Hazlitt">colour [had]</rdg>
   </coll>
    <coll>
      <ln t="tln" n="20"/>
      <lem resp="Q1">a</lem>
      <rdg resp="Q3">the</rdg>
   </coll>
    <coll>
      <ln t="tln" n="23"/>
      <lem resp="Q3">forlore</lem>
      <rdg resp="Q1">forlorne</rdg>
   </coll>
    <coll>
      <ln t="tln" n="24"/>
      <lem resp="Q1">maiden</lem>
      <rdg resp="Q3">mayde</rdg>
   </coll>
    <coll>
      <ln t="tln" n="25"/>
      <lem resp="Q1">the</lem>
      <rdg resp="Q3">and the</rdg>
   </coll>
    <coll>
      <ln t="tln" n="26"/>
      <lem resp="Q1">leads</lem>
      <rdg resp="Q3">we lede</rdg>
   </coll>
    <coll>
      <ln t="tln" n="26"/>
      <lem resp="Ed">reign</lem>
      <rdg resp="Q1">rayne</rdg>
      <rdg resp="Q3">rayne</rdg>
      <rdg resp="Hazlitt">rein</rdg>
   </coll>
    <coll>
      <ln t="tln" n="27"/>
      <lem resp="Q1">Whoso</lem>
      <rdg resp="Q3">Who that</rdg>
   </coll>
    <coll>
      <ln t="tln" n="28"/>
      <lem resp="Ed">fain,</lem>
      <rdg resp="Hawkins">fayne;</rdg>
   </coll>
    <coll>
      <ln t="tln" n="29"/>
      <lem resp="Q1">needs must</lem>
      <rdg resp="Q3">must nedes</rdg>
   </coll>
    <coll>
      <ln t="tln" n="29"/>
      <lem resp="Ed">me;</lem>
      <rdg resp="Hawkins">me,</rdg>
   </coll>
    <coll>
      <ln t="tln" n="30"/>
      <lem resp="Q1">in</lem>
      <rdg resp="Q3">of</rdg>
   </coll>
    <coll>
      <ln t="tln" n="31"/>
      <lem resp="Q1">here will I rest me</lem>
      <rdg resp="Q3">wyll I rest me here</rdg>
   </coll>
    <coll>
      <ln t="tln" n="32"/>
      <lem resp="Q1">Jesu</lem>
      <rdg resp="Q3">our lorde Jesu</rdg>
   </coll>
    <coll>
      <ln t="tln" n="33"/>
      <lem resp="Hazlitt">fellowship</lem>
      <rdg resp="Q1">felyshyp</rdg>
      <rdg resp="Q3">company me</rdg>
   </coll>
    <coll>
      <ln t="tln" n="33"/>
      <lem resp="Q1">send<note>This ed. conj. "send me"</note>
      </lem>
   </coll>
    <coll>
      <ln t="tln" n="33"/>
      <lem resp="Manly">[Enter Contemplation.]</lem>
   </coll>
    <coll>
      <ln t="tln" n="34"/>
      <lem resp="Q1">christened</lem>
      <rdg resp="Q3">chrystene</rdg>
   </coll>
    <coll>
      <ln t="tln" n="36"/>
      <lem resp="Q1">brast and bruised</lem>
      <rdg resp="Q3">brused and broken</rdg>
   </coll>
    <coll>
      <ln t="tln" n="38"/>
      <lem resp="Q1">Calvary</lem>
      <rdg resp="Q3">Caluerly</rdg>
   </coll>
    <coll>
      <ln t="tln" n="40"/>
      <lem resp="Q1">down<note>not in Q3</note>
      </lem>
   </coll>
    <coll>
      <ln t="tln" n="43"/>
      <lem resp="Q1">am</lem>
      <rdg resp="Q3">am called</rdg>
   </coll>
    <coll>
      <ln t="tln" n="45"/>
      <lem resp="Ed">Antony</lem>
      <rdg resp="Q1">Anthony</rdg>
      <rdg resp="Q3">Anthony</rdg>
   </coll>
    <coll>
      <ln t="tln" n="47"/>
      <lem resp="Q1">them</lem>
      <rdg resp="Q3">hym</rdg>
   </coll>
    <coll>
      <ln t="tln" n="47"/>
      <lem resp="Q1">where</lem>
      <rdg resp="Q3">wher so euer</rdg>
   </coll>
    <coll>
      <ln t="tln" n="48"/>
      <lem resp="Q1">rightwiseness</lem>
      <rdg resp="Q3">ryghtousnes</rdg>
   </coll>
    <coll>
      <ln t="tln" n="49"/>
      <lem resp="Q1">all<note>not in Q3</note>
      </lem>
   </coll>
    <coll>
      <ln t="tln" n="52"/>
      <lem resp="Q1">Habergeon</lem>
      <rdg resp="Q3">Habergon nor</rdg>
   </coll>
    <coll>
      <ln t="tln" n="52"/>
      <lem resp="Ed">gestron</lem>
      <rdg resp="Q1">Jeltron</rdg>
      <rdg resp="Q3">geltron<note/>
      </rdg>
   </coll>
    <coll>
      <ln t="tln" n="55"/>
      <lem resp="Q1">Fiends</lem>
      <rdg resp="Q3">Fendes they</rdg>
   </coll>
    <coll>
      <ln t="tln" n="56"/>
      <lem resp="Q1">will</lem>
      <rdg resp="Q3">shall</rdg>
   </coll>
    <coll>
      <ln t="tln" n="56"/>
      <lem resp="Manly">land:</lem>
      <rdg resp="Hawkins">londe</rdg>
   </coll>
    <coll>
      <ln t="tln" n="57"/>
      <lem resp="Q1">saws</lem>
      <rdg resp="Q3">sawen</rdg>
   </coll>
    <coll>
      <ln t="tln" n="58"/>
      <lem resp="Q1">laws</lem>
      <rdg resp="Q3">lawen</rdg>
   </coll>
    <coll>
      <ln t="tln" n="59"/>
      <lem resp="Q1">came you</lem>
      <rdg resp="Q3">come ye</rdg>
   </coll>
    <coll>
      <ln t="tln" n="60"/>
      <lem resp="Q1">came</lem>
      <rdg resp="Q3">come</rdg>
   </coll>
    <coll>
      <ln t="tln" n="61"/>
      <lem resp="Q1">you</lem>
      <rdg resp="Q3">ye</rdg>
   </coll>
    <coll>
      <ln t="tln" n="65"/>
      <lem resp="Q1">solitarily</lem>
      <rdg resp="Q3">solytary</rdg>
   </coll>
    <coll>
      <ln t="tln" n="66"/>
      <lem resp="Q1">in<note>not in Q3</note>
      </lem>
   </coll>
    <coll>
      <ln t="tln" n="70"/>
      <lem resp="Q1">is</lem>
      <rdg resp="Q3">ben</rdg>
   </coll>
    <coll>
      <ln t="tln" n="71"/>
      <lem resp="Q1">doth</lem>
      <rdg resp="Q3">do</rdg>
   </coll>
</app>