<TEI xmlns="http://www.tei-c.org/ns/1.0" xmlns:py="http://codespeak.net/lxml/objectify/pytype" py:pytype="TREE"><text xml:lang="eng"><body><div type="translation" n="urn:cts:greekLit:tlg0059.tlg010.perseus-eng2" xml:lang="eng"><div type="textpart" subtype="section" resp="perseus" n="56"><p><said who="#Socrates"><label>Soc.</label> All that would be left for us would be to conjecture and to drill the perceptions by practice and experience, with the additional use of the powers of guessing,
<milestone unit="page" resp="Stephanus" n="56"/><milestone unit="section" resp="Stephanus" n="56a"/>which are commonly called arts and acquire their efficacy by practice and toil.</said></p><p><said who="#Protarchus"><label>Pro.</label> That is undeniable.</said></p><p><said who="#Socrates"><label>Soc.</label> Take music first;  it is full of this; it attains harmony by guesswork based on practice, not by measurement;  and flute music throughout tries to find the pitch of each note as it is produced by guess, so that the amount of uncertainty mixed up in it is great, and the amount of certainty small.</said></p><p><said who="#Protarchus"><label>Pro.</label> Very true.</said></p><milestone unit="section" resp="Stephanus" n="56b"/><p><said who="#Socrates"><label>Soc.</label> And we shall find that medicine and agriculture and piloting and generalship are all in the same case.</said></p><p><said who="#Protarchus"><label>Pro.</label> Certainly.</said></p><p><said who="#Socrates"><label>Soc.</label> But the art of building, I believe, employs the greatest number of measures and instruments which give it great accuracy and make it more scientific than most arts.</said></p><p><said who="#Protarchus"><label>Pro.</label> In what way?</said></p><p><said who="#Socrates"><label>Soc.</label> In shipbuilding and house-building, and many other branches of wood-working.  For the artisan uses a rule, I imagine, a lathe, compasses, a chalk-line,
<milestone unit="section" resp="Stephanus" n="56c"/>and an ingenious instrument called a vice.</said></p><p><said who="#Protarchus"><label>Pro.</label> Certainly, Socrates;  you are right.</said></p><p><said who="#Socrates"><label>Soc.</label> Let us, then, divide the arts, as they are called, into two kinds, those which resemble music, and have less accuracy in their works, and those which, like building, are more exact.</said></p><p><said who="#Protarchus"><label>Pro.</label> Agreed.</said></p><p><said who="#Socrates"><label>Soc.</label> And of these the most exact are the arts which I just now mentioned first.</said></p><p><said who="#Protarchus"><label>Pro.</label> I think you mean arithmetic and the other arts you mentioned with it just now.</said></p><milestone unit="section" resp="Stephanus" n="56d"/><p><said who="#Socrates"><label>Soc.</label> Certainly.  But, Protarchus, ought not these to be divided into two kinds?  What do you say?</said></p><p><said who="#Protarchus"><label>Pro.</label> What kinds?</said></p><p><said who="#Socrates"><label>Soc.</label> Are there not two kinds of arithmetic, that of the people and that of philosophers?</said></p><p><said who="#Protarchus"><label>Pro.</label> How can one kind of arithmetic be distinguished from the other?</said></p><p><said who="#Socrates"><label>Soc.</label> The distinction is no small one, Protarchus.  For some arithmeticians reckon unequal units,
<milestone unit="section" resp="Stephanus" n="56e"/>for instance, two armies and two oxen and two very small or incomparably large units;  whereas others refuse to agree with them unless each of countless units is declared to differ not at all from each and every other unit.</said></p><p><said who="#Protarchus"><label>Pro.</label> You are certainly quite right in saying that there is a great difference between the devotees of arithmetic, so it is reasonable to assume that it is of two kinds.</said></p></div><div type="textpart" subtype="section" resp="perseus" n="57"><p><said who="#Socrates"><label>Soc.</label> And how about the arts of reckoning and measuring as they are used in building and in trade when compared with philosophical geometry
<milestone unit="page" resp="Stephanus" n="57"/><milestone unit="section" resp="Stephanus" n="57a"/>and elaborate computations—shall we speak of each of these as one or as two?</said></p><p><said who="#Protarchus"><label>Pro.</label> On the analogy of the previous example, I should say that each of them was two.</said></p><p><said who="#Socrates"><label>Soc.</label> Right.  But do you understand why I introduced this subject?</said></p><p><said who="#Protarchus"><label>Pro.</label> Perhaps;  but I wish you would give the answer to your question.</said></p><p><said who="#Socrates"><label>Soc.</label> This discussion of ours is now, I think, no less than when we began it, seeking a counterpart of pleasure,
<milestone unit="section" resp="Stephanus" n="57b"/>and therefore it has introduced the present subject and is considering whether there is one kind of knowledge purer than another, as one pleasure is purer than another.</said></p><p><said who="#Protarchus"><label>Pro.</label> That is very clear;  it was evidently introduced with that object.</said></p><p><said who="#Socrates"><label>Soc.</label> Well, had not the discussion already found in what preceded that the various arts had various purposes and various degrees of exactness?</said></p><p><said who="#Protarchus"><label>Pro.</label> Certainly.</said></p><p><said who="#Socrates"><label>Soc.</label> And after having given an art a single name in what has preceded, thereby making us think that it was a single art,
<milestone unit="section" resp="Stephanus" n="57c"/>does not the discussion now assume that the same art is two and ask whether the art of the philosophers or that of the non-philosophers possesses the higher degree of clearness and purity?</said></p><p><said who="#Protarchus"><label>Pro.</label> Yes, I think that is just the question it asks.</said></p><p><said who="#Socrates"><label>Soc.</label> Then what reply shall we make, Protarchus?</said></p><p><said who="#Protarchus"><label>Pro.</label> Socrates, we have found a marvelously great difference in the clearness of different kinds of knowledge.</said></p><p><said who="#Socrates"><label>Soc.</label> That will make the reply easier, will it not?</said></p><p><said who="#Protarchus"><label>Pro.</label> Yes, to be sure;  and let our reply be this, that the arithmetical and metrical arts far surpass the others and that of these
<milestone unit="section" resp="Stephanus" n="57d"/>the arts which are stirred by the impulse of the true philosophers are immeasurably superior in accuracy and truth about measures and numbers.</said></p><p><said who="#Socrates"><label>Soc.</label> We accept that as our judgement, and relying upon you we make this confident reply to those who are clever in straining arguments—</said></p><p><said who="#Protarchus"><label>Pro.</label> What reply?</said></p><p><said who="#Socrates"><label>Soc.</label> That there are two arts of arithmetic and two of measuring, and many other arts which, like these, are twofold in this way, but possess a single name in common.</said></p><milestone unit="section" resp="Stephanus" n="57e"/><p><said who="#Protarchus"><label>Pro.</label> Let us give this answer, Socrates, to those who you say are clever;  I hope we shall have luck with it.</said></p><p><said who="#Socrates"><label>Soc.</label> These, then, we say, are the most exact arts or sciences?</said></p><p><said who="#Protarchus"><label>Pro.</label> Certainly.</said></p><p><said who="#Socrates"><label>Soc.</label> But the art of dialectic would spurn us, Protarchus, if we should judge that any other art is preferable to her.</said></p><milestone unit="page" resp="Stephanus" n="58"/><milestone unit="section" resp="Stephanus" n="58a"/><p><said who="#Protarchus"><label>Pro.</label> But what is the art to which this name belongs?</said></p></div><div type="textpart" subtype="section" resp="perseus" n="58"><p><said who="#Socrates"><label>Soc.</label> Clearly anybody can recognize the art I mean;  for I am confident that all men who have any intellect whatsoever believe that the knowledge which has to do with being, reality, and eternal immutability is the truest kind of knowledge.  What do you think, Protarchus?</said></p><p><said who="#Protarchus"><label>Pro.</label> I have often heard Gorgias constantly maintain that the art of persuasion surpasses all others for this, he said, makes all things subject to itself,
<milestone unit="section" resp="Stephanus" n="58b"/>not by force, but by their free will, and is by far the best of all arts;  so now I hardly like to oppose either him or you.</said></p><p><said who="#Socrates"><label>Soc.</label> It seems to me that you wanted to speak and threw down your arms out of modesty.</said></p><p><said who="#Protarchus"><label>Pro.</label> Very well;  have it as you like.</said></p><p><said who="#Socrates"><label>Soc.</label> Is it my fault that you have misunderstood?</said></p><p><said who="#Protarchus"><label>Pro.</label> Misunderstood what?</said></p><p><said who="#Socrates"><label>Soc.</label> My question, dear Protarchus, was not as yet what art or science surpasses all others
<milestone unit="section" resp="Stephanus" n="58c"/>by being the greatest and best and most useful to us:  what I am trying to find out at present is which art, however little and of little use, has the greatest regard for clearness, exactness, and truth.  See;  you will not make Gorgias angry if you grant that his art is superior for the practical needs of men, but say that the study of which I spoke is superior in the matter of the most perfect truth, just as I said in speaking about the white that if it was small and pure it was superior to that which was great
<milestone unit="section" resp="Stephanus" n="58d"/>but impure.  Now, therefore, with careful thought and due consideration, paying attention neither to the usefulness nor to the reputation of any arts or sciences, but to that faculty of our souls, if such there be, which by its nature loves the truth and does all things for the sake of the truth, let us examine this faculty and say whether it is most likely to possess mind and intelligence in the greatest purity, or we must look for some other faculty
<milestone unit="section" resp="Stephanus" n="58e"/>which has more valid claims.</said></p><p><said who="#Protarchus"><label>Pro.</label> I am considering, and I think it is difficult to concede that any other science or art cleaves more closely to truth than this.</said></p></div><div type="textpart" subtype="section" resp="perseus" n="59"><p><said who="#Socrates"><label>Soc.</label> In saying that, did you bear in mind that the arts in general, and the men who devote themselves to them,
<milestone unit="page" resp="Stephanus" n="59"/><milestone unit="section" resp="Stephanus" n="59a"/>make use of opinion and persistently investigate things which have to do with opinion?  And even if they think they are studying nature, they are spending their lives in the study of the things of this world, the manner of their production, their action, and the forces to which they are subjected.  Is not that true?</said></p><p><said who="#Protarchus"><label>Pro.</label> Yes, it is.</said></p><p><said who="#Socrates"><label>Soc.</label> Such thinkers, then, toil to discover, not eternal verities, but transient productions of the present, the future, or the past?</said></p><p><said who="#Protarchus"><label>Pro.</label> Perfectly true.</said></p><p><said who="#Socrates"><label>Soc.</label> And can we say that any of these things becomes certain, if tested by the touchstone of strictest truth,
<milestone unit="section" resp="Stephanus" n="59b"/>since none of them ever was, will be, or is in the same state?</said></p><p><said who="#Protarchus"><label>Pro.</label> Of course not.</said></p><p><said who="#Socrates"><label>Soc.</label> How can we gain anything fixed whatsoever about things which have no fixedness whatsoever?</said></p><p><said who="#Protarchus"><label>Pro.</label> In no way, as it seems to me.</said></p><p><said who="#Socrates"><label>Soc.</label> Then no mind or science which is occupied with them possesses the most perfect truth.</said></p><p><said who="#Protarchus"><label>Pro.</label> No, it naturally does not.</said></p><p><said who="#Socrates"><label>Soc.</label> Then we must dismiss the thought of you and me and Gorgias and Philebus, and make this solemn declaration
<milestone unit="section" resp="Stephanus" n="59c"/>on the part of our argument.</said></p><p><said who="#Protarchus"><label>Pro.</label> What is the solemn declaration?</said></p><p><said who="#Socrates"><label>Soc.</label> That fixed and pure and true and what we call unalloyed knowledge has to do with the things which are eternally the same without change or mixture, or with that which is most akin to them;  and all other things are to be regarded as secondary and inferior.</said></p><p><said who="#Protarchus"><label>Pro.</label> Very true.</said></p><p><said who="#Socrates"><label>Soc.</label> And of the names applied to such matters, it would be fairest to give the finest names to the finest things, would it not?</said></p><p><said who="#Protarchus"><label>Pro.</label> That is reasonable.</said></p><milestone unit="section" resp="Stephanus" n="59d"/><p><said who="#Socrates"><label>Soc.</label> Are not mind, then, and wisdom the names which we should honor most?</said></p><p><said who="#Protarchus"><label>Pro.</label> Yes.</said></p><p><said who="#Socrates"><label>Soc.</label> Then these names are applied most accurately and correctly to cases of contemplation of true being.</said></p><p><said who="#Protarchus"><label>Pro.</label> Certainly.</said></p><p><said who="#Socrates"><label>Soc.</label> And these are precisely the names which I brought forward in the first place as parties to our suit.</said></p><p><said who="#Protarchus"><label>Pro.</label> Yes, of course they are, Socrates.</said></p><p><said who="#Socrates"><label>Soc.</label> Very well.  As to the mixture of wisdom and pleasure,
<milestone unit="section" resp="Stephanus" n="59e"/>if anyone were to say that we are like artisans, with the materials before us from which to create our work, the simile would be a good one.</said></p><p><said who="#Protarchus"><label>Pro.</label> Certainly.</said></p><p><said who="#Socrates"><label>Soc.</label> And is it, then, our next task to try to make the mixture?</said></p><p><said who="#Protarchus"><label>Pro.</label> Surely.</said></p><p><said who="#Socrates"><label>Soc.</label> Would it not be better first to repeat certain things and recall them to our minds?</said></p><p><said who="#Protarchus"><label>Pro.</label> What things?</said></p></div><div type="textpart" subtype="section" resp="perseus" n="60"><p><said who="#Socrates"><label>Soc.</label> Those which we mentioned before.  I think the proverb <q type="emph">we ought to repeat twice and even three times that which is good</q>
<milestone unit="page" resp="Stephanus" n="60"/><milestone unit="section" resp="Stephanus" n="60a"/>is an excellent one.</said></p><p><said who="#Protarchus"><label>Pro.</label> Surely.</said></p><p><said who="#Socrates"><label>Soc.</label> Well then, in God’s name;  I think this is the gist of our discussion.</said></p><p><said who="#Protarchus"><label>Pro.</label> What is it?</said></p><p><said who="#Socrates"><label>Soc.</label> Philebus says that pleasure is the true goal of every living being and that all ought to aim at it, and that therefore this is also the good for all, and the two designations <q type="emph">good</q> and <q type="emph">pleasant</q> are properly and essentially one;  Socrates, however, says that they are not one,
<milestone unit="section" resp="Stephanus" n="60b"/>but two in fact as in name, that the good and the pleasant differ from one another in nature, and that wisdom’s share in the good is greater than pleasure’s.  Is not and was not that what was said, Protarchus?</said></p><p><said who="#Protarchus"><label>Pro.</label> Yes, certainly.</said></p><p><said who="#Socrates"><label>Soc.</label> And furthermore, is not and was not this a point of agreement among us?</said></p><p><said who="#Protarchus"><label>Pro.</label> What?</said></p><p><said who="#Socrates"><label>Soc.</label> That the nature of the good differs from all else in this respect.</said></p><milestone unit="section" resp="Stephanus" n="60c"/><p><said who="#Protarchus"><label>Pro.</label> In what respect?</said></p><p><said who="#Socrates"><label>Soc.</label> That whatever living being possesses the good always, altogether, and in all ways, has no further need of anything, but is perfectly sufficient.  We agreed to that?</said></p><p><said who="#Protarchus"><label>Pro.</label> We did.</said></p><p><said who="#Socrates"><label>Soc.</label> And then we tried in thought to separate each from the other and apply them to individual lives, pleasure unmixed with wisdom and likewise wisdom which had not the slightest alloy of pleasure?</said></p><p><said who="#Protarchus"><label>Pro.</label> Yes.</said></p><milestone unit="section" resp="Stephanus" n="60d"/><p><said who="#Socrates"><label>Soc.</label> And did we think then that either of them would be sufficient for any one?</said></p><p><said who="#Protarchus"><label>Pro.</label> By no means.</said></p><p><said who="#Socrates"><label>Soc.</label> And if we made any mistake at that time, let any one now take up the question again.  Assuming that memory, wisdom, knowledge, and true opinion belong to the same class, let him ask whether anyone would wish to have or acquire anything whatsoever without these not to speak of pleasure, be it never so abundant or intense, if he could have no true opinion that he is pleased, no knowledge whatsoever
<milestone unit="section" resp="Stephanus" n="60e"/>of what he has felt, and not even the slightest memory of the feeling.  And let him ask in the same way about wisdom, whether anyone would wish to have wisdom without any, even the slightest, pleasure rather than with some pleasures, or all pleasures without wisdom rather than with some wisdom.</said></p><p><said who="#Protarchus"><label>Pro.</label> That is impossible, Socrates;  it is useless to ask the same question over and over again.</said></p></div></div></body></text></TEI>