{"assistant":{"explanations":[{"calculationRefs":["calc-1"],"text":"Условная большая посылка и утверждение основания дают дозволенный вывод следствия."},{"calculationRefs":["calc-2"],"text":"Отрицание следствия не дозволяет вывод основания: вывод опровергнут строгим правилом второго способа."},{"calculationRefs":["calc-3"],"text":"Утверждение одного члена строгой дизъюнкции опровергает другой: четвёртый способ."},{"calculationRefs":["calc-4"],"text":"Под прочтением Диогена Лаэртского отрицание второго члена дозволяет первый."},{"calculationRefs":["calc-5"],"text":"Под прочтением Секста Эмпирика отрицание первого члена дозволяет второй."},{"calculationRefs":["calc-6"],"text":"Та же схема под прочтением Диогена не покрыта ни одним способом: свидетели расходятся, и машина не сглаживает расхождение."},{"calculationRefs":["calc-7"],"text":"Конъюнкция в большой посылке не подходит ни одному из пяти способов: вывод не установлен и не опровергнут."}],"origin":"assistant","summary":"Первый недоказуемый дозволяет вывод B, второй запрещает вывод A из отрицания следствия, четвёртый запрещает вывод B из первого члена строгой дизъюнкции. Пятый недоказуемый у двух свидетелей записан зеркально: Диоген выводит первый член из отрицания второго, Секст — второй из отрицания первого. Прочтения держатся раздельно, и под чужим прочтением та же схема не установлена. 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второе"}],"package":"urn:grc:stoici:clir:indemonstrabilia","strength":"strict"},{"id":"urn:grc:stoici:clir:indemonstrabilia#FiveIndemonstrablesExhaustive","kind":"constraint","labels":[{"language":"ru","status":"official","text":"предъявленное заключение лицензировано одной из пяти схем либо отвергнуто как не совпавшее ни с одной"}],"package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#FourthIndemonstrable","kind":"rule","labels":[{"language":"en","status":"translation","text":"fourth indemonstrable: either the first or the second; the first; therefore not the second"},{"language":"ru","status":"official","text":"четвёртая схема: либо первое, либо второе; первое; значит не второе"}],"package":"urn:grc:stoici:clir:indemonstrabilia","strength":"strict"},{"id":"urn:grc:stoici:clir:indemonstrabilia#Inference","kind":"type_decl","labels":[{"language":"en","status":"translation","text":"submitted inference: major premise, minor premise, and conclusion"},{"language":"ru","status":"official","text":"предъявленный вывод: большая посылка, малая посылка и заключение"}],"name":"Inference","package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#Proposition","kind":"type_decl","labels":[{"language":"en","status":"translation","text":"proposition: truth-apt content"},{"language":"grc","status":"official","text":"ἀξίωμα"},{"language":"ru","status":"translation","text":"пропозиция: содержание, способное быть истинным или ложным"}],"name":"Proposition","package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 157"},{"language":"ru","status":"translation","text":"параграф 157"}],"package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_158","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 158"},{"language":"ru","status":"translation","text":"параграф 158"}],"package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_159","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 159"},{"language":"ru","status":"translation","text":"параграф 159"}],"package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_160","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 160"},{"language":"ru","status":"translation","text":"параграф 160"}],"package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_161","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 161"},{"language":"ru","status":"translation","text":"параграф 161"}],"package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_162","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 162"},{"language":"ru","status":"translation","text":"параграф 162"}],"package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SecondIndemonstrable","kind":"rule","labels":[{"language":"en","status":"translation","text":"second indemonstrable: if the first then the second; not the second; therefore not the first"},{"language":"ru","status":"official","text":"вторая схема: если первое, то второе; не второе; значит не первое"}],"package":"urn:grc:stoici:clir:indemonstrabilia","strength":"strict"},{"id":"urn:grc:stoici:clir:indemonstrabilia#ThirdIndemonstrable","kind":"rule","labels":[{"language":"en","status":"translation","text":"third indemonstrable: not both; the first; therefore not the second"},{"language":"ru","status":"official","text":"третья схема: не оба; первое; значит не второе"}],"package":"urn:grc:stoici:clir:indemonstrabilia","strength":"strict"},{"id":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is submitted as the conclusion to be checked"},{"language":"ru","status":"official","text":"для пропозиции проверяется, лицензирована ли она как заключение"}],"name":"conclusion_requested","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested/arg/i","labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conditional","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is a conditional with this antecedent and consequent"},{"language":"ru","status":"official","text":"пропозиция имеет форму «если antecedent, то consequent»"}],"name":"is_conditional","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conditional/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conditional/arg/antecedent","labels":[],"name":"antecedent","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conditional/arg/consequent","labels":[],"name":"consequent","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conjunction","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is the conjunction of first and second"},{"language":"ru","status":"official","text":"пропозиция есть соединение first и second"}],"name":"is_conjunction","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conjunction/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conjunction/arg/first","labels":[],"name":"first","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conjunction/arg/second","labels":[],"name":"second","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_exclusive_disjunction","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is the exclusive disjunction of first and second"},{"language":"ru","status":"official","text":"пропозиция есть исключающая дизъюнкция first и second"}],"name":"is_exclusive_disjunction","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#is_exclusive_disjunction/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_exclusive_disjunction/arg/first","labels":[],"name":"first","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_exclusive_disjunction/arg/second","labels":[],"name":"second","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_negation_of","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the first proposition is the contradictory negation of the second"},{"language":"ru","status":"official","text":"первая пропозиция есть противоречащее отрицание второй"}],"name":"is_negation_of","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#is_negation_of/arg/negative","labels":[],"name":"negative","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_negation_of/arg/positive","labels":[],"name":"positive","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the submitted premises license the proposition as conclusion"},{"language":"ru","status":"official","text":"предъявленные посылки лицензируют пропозицию как заключение"}],"name":"licensed_conclusion","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion/arg/i","labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#major_premise","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is the major premise of this inference"},{"language":"ru","status":"official","text":"пропозиция предъявлена как большая посылка этого вывода"}],"name":"major_premise","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#major_premise/arg/i","labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#major_premise/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#minor_premise","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is the minor premise of this inference"},{"language":"ru","status":"official","text":"пропозиция предъявлена как малая посылка этого вывода"}],"name":"minor_premise","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#minor_premise/arg/i","labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#minor_premise/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"}],"tables":[]},"provenance":{"acts":[{"contributed":true,"fragmentCount":10,"fragments":["urn:grc:stoici:clir:indemonstrabilia#DL_7_80","urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_159"],"jurisdiction":"none","namespace":"urn:grc:stoici:clir:indemonstrabilia","package":"grc-stoic-indemonstrables","title":"Пять стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — вне юрисдикции государства — доктрина — EXECUTABLE 3 §33.1"}],"caseHash":"sha256:8ab75b84ad425c960064785d0f619eddfb4249c3accf352586f1c89c5fc7de0d","codeHash":"sha256:9bcca6a33805c1c364ca1bc8e9d39d6a9c51ba44203c0406bafbf397b96be699","jurisdiction":"вне юрисдикции государства","legalTime":"0001-01-01","mode":"audit","programHash":"sha256:e2f4a762812ed3108f558e351eeaeff0a8aef1e08bb356e1e5c93d7c300833b4","resultHash":"sha256:e8102e574c5af8d6ef38877201df4a7181192327e2284516632f69a225995864","rustCodeHash":"sha256:d368cafc7162ed7a6563df5e5c943a57be26fa8aeb3179b530fe3bdd67fe9be4","timezone":"Asia/Qyzylorda"},"request":{"args":["urn:stoic:test:inference","urn:stoic:test:b"],"facts":[{"args":["urn:stoic:test:inference","urn:stoic:test:conditional"],"predicate":"major_premise"},{"args":["urn:stoic:test:inference","urn:stoic:test:a"],"predicate":"minor_premise"},{"args":["urn:stoic:test:inference","urn:stoic:test:b"],"predicate":"conclusion_requested"},{"args":["urn:stoic:test:conditional","urn:stoic:test:a","urn:stoic:test:b"],"predicate":"is_conditional"}],"kind":"truth","legalTime":"0001-01-01","package":"grc-stoic-indemonstrables","predicate":"licensed_conclusion","proof":true,"selectedInterpretations":["urn:grc:stoici:clir:indemonstrabilia#DiogenesFifthReading"]},"sources":[{"contentHash":"sha256:9983edf22aaebb3cb637437eb139db44abd8ee8d39eff23b648c11ff1ae8517c","edition":"urn:grc:stoici:clir:indemonstrabilia#DIOGENES_HICKS_1925","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#DL_7_80","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 80"},{"language":"ru","status":"translation","text":"параграф 80"}],"locator":"section/80","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:50b37e93df0ac0157da42a9fabee6d3ac1847ce220f62fbe25ba439e3455391e","language":"en","status":"official","text":"The first kind of indemonstrable statement is that in which the whole argument is constructed of a hypothetical proposition and the clause with which the hypothetical proposition begins, while the final clause is the conclusion; as e.g. If the first, then the second; but the first is, therefore the second is. The second is that which employs a hypothetical proposition and the contradictory of the consequent, while the conclusion is the contradictory of the antecedent; e.g. If it is day, it is light; but it is night, therefore it is not day. Here the minor premiss is the contradictory of the consequent; the conclusion the contradictory of the antecedent. The third kind of indemonstrable employs a conjunction of negative propositions for major premiss and one of the conjoined propositions for minor premiss, concluding thence the contradictory of the remaining proposition; e.g. It is not the case that Plato is both dead and alive; but he is dead, therefore Plato is not alive."}]},{"contentHash":"sha256:3d16e36b0b5aa88f59df14fd26d52897ccd1ce4eb07a607ca1ebed3cc840d33f","edition":"urn:grc:stoici:clir:indemonstrabilia#DIOGENES_HICKS_1925","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#DL_7_81","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 81"},{"language":"ru","status":"translation","text":"параграф 81"}],"locator":"section/81","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:e948fdfd32767578ab45d5e52cca4fa599d23e0d6a94b284db26f6165f83def6","language":"en","status":"official","text":"The fourth kind employs a disjunctive proposition and one of the two alternatives in the disjunction as premisses, and its conclusion is the contradictory of the other alternative; e.g. Either A or B; but A is, therefore B is not. The fifth kind is that in which the argument as a whole is constructed of a disjunctive proposition and the contradictory of one of the alternatives in the disjunction, its conclusion being the other alternative; e.g. Either it is day or it is night; but it is not night, therefore it is day. From a truth a truth follows, according to the Stoics, as e.g. It is light from It is day; and from a falsehood a falsehood, as It is dark from It is night, if this latter be untrue. Also a truth may follow from a falsehood; e.g. from The earth flies will follow The earth exists; whereas from a truth no falsehood will follow, for from the existence of the earth it does not follow that the earth flies aloft."}]},{"contentHash":"sha256:646f89a238207d1e78cf9eff6b550ba966166073c845c7414522cd200fa3375b","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 157"},{"language":"ru","status":"translation","text":"параграф 157"}],"locator":"section/157","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:67d1f6c31637cf2aef4cd557f4fd92823d8c80df41ad46afd9586c7ddf1330ca","language":"en","status":"official","text":"Now there are, in their imaginings, many non-demonstrable arguments, but the five which they chiefly propound, and to which all the rest can, it seems, be referred, are these. The first is that which deduces the consequent from the major premiss and the antecedent, as for example ‟If it is day, it is light; but in fact it is day; therefore it is light.” The second is that which deduces the opposite of the antecedent from the major premiss and the opposite of the consequent, as for example ‟If it is day, it is light; but it is not light; therefore it is not day.”"}]},{"contentHash":"sha256:ebdb0696dfd86b75b48b3bb51ec7957871a45e0e85189a387526dcb4c7886dc8","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_158","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 158"},{"language":"ru","status":"translation","text":"параграф 158"}],"locator":"section/158","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a113b8f43db27914202dd7a426d88897b22bec6aeadd78f5fe13e9fb356262fe","language":"en","status":"official","text":"The third deduces from the negation of a coupled premiss and the affirmation of one of its clauses the opposite of the other clause, as for example ‟It is not both night and day; but it is day; therefore it is not night.” The fourth deduces from a disjunctive premiss and one of its alternative clauses the opposite of the other, as for example ‟Either it is day or it is night; but it is day; therefore it is not night.” The fifth deduces from a disjunctive premiss and the opposite of one of its clauses the other clause, as for example ‟Either it is day or it is night; but it is not night; therefore it is day.”"}]},{"contentHash":"sha256:b2f9aa061a998545e8a3cd5e54933caa0e68ccde75e2c2e5e45acc8c7bac3476","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_159","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 159"},{"language":"ru","status":"translation","text":"параграф 159"}],"locator":"section/159","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:50b0bc3d16cc9766128fef647d35e380cb0427fce3a64a3f33b5b342548e0f21","language":"en","status":"official","text":"These, then, are the much talked of non-demonstrable arguments, but they all seem to me to be inconclusive through redundancy. Thus for instance, to begin with the first, either it is agreed, or else it is non-evident, that in the major premiss ‟If it is day, it is light,” the clause ‟it is light” follows from its antecedent ‟it is day.” But if this is non-evident, we shall not grant the major premiss as agreed; if, however, it is pre-evident that if the clause ‟it is day” be true, the clause ‟it is light” will necessarily be true also, then, once we have asserted that ‟it is day,” the statement ‟it is light” is also inferred, so that an argument in the form ‟It is day, therefore it is light” is sufficient, and the major premiss ‟If it is day, it is light” is redundant."}]},{"contentHash":"sha256:a8053d1d777a092a16334c43287e4503e19b1ab419b2615a6c3839b33f0142ab","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_160","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 160"},{"language":"ru","status":"translation","text":"параграф 160"}],"locator":"section/160","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:ddfb72643bc05139ee489b6d40d2a6d36ca8b0fa46f3e0c71bc1ddebf64f0004","language":"en","status":"official","text":"And in the case of the second non-demonstrable argument we make a similar objection. For it is either possible or impossible for the antecedent to be true when the consequent is not true. But if this is possible, the major premiss will not be valid; while if it is impossible, at the moment of positing ‟Not the consequent” we posit also ‟Not the antecedent,” and the major premiss is redundant once again, the argument propounded being ‟It is not light, therefore it is not day.”"}]},{"contentHash":"sha256:c98cb4abc03b5d448a6565f8223bf1fd7b2a6796adf5787816e8ac8725327932","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_161","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 161"},{"language":"ru","status":"translation","text":"параграф 161"}],"locator":"section/161","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:45ef72f5b0950b68e73bd91b8cbf00a0460f4fb0e7b11cf9f96a052d1db36f20","language":"en","status":"official","text":"The same reasoning applies also to the third non-demonstrable argument. For either it is pre-evident that it is impossible for the clauses in the coupled premiss mutually to co-exist, or else it is non-evident. And if it is non-evident we shall not grant the negative of the coupled premiss; but if it is pre-evident, at the moment of positing the one clause the other is annulled, and the negative of the coupled premiss is redundant when we propound the argument in the form ‟It is day, therefore it is not night.”"}]},{"contentHash":"sha256:a8c3cee18f532dc346cde57a419dba10cdc32ee93cd5063f32597ed2bb882b1d","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_162","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 162"},{"language":"ru","status":"translation","text":"параграф 162"}],"locator":"section/162","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a319b5fc56ffb8add8f1fd6fcf14285668b267681184d82f042970af6e967f31","language":"en","status":"official","text":"And we deal in like manner with the fourth non-demonstrable argument and the fifth. For either it is pre-evident or it is non-evident that in the disjunctive premiss one clause is true, the other false, in complete contradiction, as the disjunctive proclaims. And if this is non-evident, we shall not grant the disjunctive; but if it is pre-evident, if one of its clauses be affirmed it is apparent that the other is not true, and if one is negated it is pre-evident that the other is true, so that it is sufficient to frame the argument thus—‟It is day, therefore it is not night,” or ‟It is not day, therefore it is night;” and the disjunctive premiss is redundant."}]}],"text":"licensed_conclusion: **TRUE_ONLY** — установлено\nВыведено правом: licensed_conclusion(urn:stoic:test:inference, urn:stoic:test:b)\nПрименены правила: FirstIndemonstrable\nОтвет поражаем правилом «fourth indemonstrable: either the first or the second; the first; therefore not the second» — оно отменило бы вывод, будь установлено: is_exclusive_disjunction(urn:stoic:test:conditional, urn:stoic:test:a, urn:stoic:test:b)\nОтвет поражаем правилом «second indemonstrable: if the first then the second; not the second; therefore not the first» — оно отменило бы вывод, будь установлено: is_negation_of(urn:stoic:test:a, v3); is_conditional(urn:stoic:test:conditional, urn:stoic:test:b, v3)\nОтвет поражаем правилом «third indemonstrable: not both; the first; therefore not the second» — оно отменило бы вывод, будь установлено: is_negation_of(urn:stoic:test:conditional, v2); is_conjunction(v2, urn:stoic:test:a, urn:stoic:test:b)\n(поражающее правило не сработало из-за неустановленных фактов — подайте их в facts, если они есть в деле)\nПраво (вне юрисдикции государства): Пять стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — доктрина — EXECUTABLE 3 §33.1 (programHash sha256:e2f4a762812e…)\nproof-граф: 8 узлов — поле evaluation готово для law_explain"},{"answer":{"answer":{"evaluationStatus":"COMPUTED","kind":"TRUTH","meaning":"опровергнуто","missingInputs":[],"truthStatus":"FALSE_ONLY"},"closedEditionRules":[],"derived":["не licensed_conclusion(urn:stoic:test:inference, 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80"},{"language":"ru","status":"translation","text":"параграф 80"}],"locator":"section/80","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:50b37e93df0ac0157da42a9fabee6d3ac1847ce220f62fbe25ba439e3455391e","language":"en","status":"official","text":"The first kind of indemonstrable statement is that in which the whole argument is constructed of a hypothetical proposition and the clause with which the hypothetical proposition begins, while the final clause is the conclusion; as e.g. If the first, then the second; but the first is, therefore the second is. The second is that which employs a hypothetical proposition and the contradictory of the consequent, while the conclusion is the contradictory of the antecedent; e.g. If it is day, it is light; but it is night, therefore it is not day. Here the minor premiss is the contradictory of the consequent; the conclusion the contradictory of the antecedent. The third kind of indemonstrable employs a conjunction of negative propositions for major premiss and one of the conjoined propositions for minor premiss, concluding thence the contradictory of the remaining proposition; e.g. It is not the case that Plato is both dead and alive; but he is dead, therefore Plato is not alive."}]},{"contentHash":"sha256:646f89a238207d1e78cf9eff6b550ba966166073c845c7414522cd200fa3375b","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 157"},{"language":"ru","status":"translation","text":"параграф 157"}],"locator":"section/157","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:67d1f6c31637cf2aef4cd557f4fd92823d8c80df41ad46afd9586c7ddf1330ca","language":"en","status":"official","text":"Now there are, in their imaginings, many non-demonstrable arguments, but the five which they chiefly propound, and to which all the rest can, it seems, be referred, are these. The first is that which deduces the consequent from the major premiss and the antecedent, as for example ‟If it is day, it is light; but in fact it is day; therefore it is light.” The second is that which deduces the opposite of the antecedent from the major premiss and the opposite of the consequent, as for example ‟If it is day, it is light; but it is not light; therefore it is not day.”"}]},{"contentHash":"sha256:a8053d1d777a092a16334c43287e4503e19b1ab419b2615a6c3839b33f0142ab","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_160","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 160"},{"language":"ru","status":"translation","text":"параграф 160"}],"locator":"section/160","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:ddfb72643bc05139ee489b6d40d2a6d36ca8b0fa46f3e0c71bc1ddebf64f0004","language":"en","status":"official","text":"And in the case of the second non-demonstrable argument we make a similar objection. For it is either possible or impossible for the antecedent to be true when the consequent is not true. But if this is possible, the major premiss will not be valid; while if it is impossible, at the moment of positing ‟Not the consequent” we posit also ‟Not the antecedent,” and the major premiss is redundant once again, the argument propounded being ‟It is not light, therefore it is not day.”"}]}],"text":"licensed_conclusion: **FALSE_ONLY** — опровергнуто\nВыведено правом: не licensed_conclusion(urn:stoic:test:inference, urn:stoic:test:a)\nПрименены правила: SecondIndemonstrable\nПраво (вне юрисдикции государства): Пять стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — доктрина — EXECUTABLE 3 §33.1 (programHash sha256:e2f4a762812e…)\nproof-граф: 9 узлов — поле evaluation готово для law_explain"},{"answer":{"answer":{"evaluationStatus":"COMPUTED","kind":"TRUTH","meaning":"опровергнуто","missingInputs":[],"truthStatus":"FALSE_ONLY"},"closedEditionRules":[],"derived":["не licensed_conclusion(urn:stoic:test:inference, 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The fifth kind is that in which the argument as a whole is constructed of a disjunctive proposition and the contradictory of one of the alternatives in the disjunction, its conclusion being the other alternative; e.g. Either it is day or it is night; but it is not night, therefore it is day. From a truth a truth follows, according to the Stoics, as e.g. It is light from It is day; and from a falsehood a falsehood, as It is dark from It is night, if this latter be untrue. Also a truth may follow from a falsehood; e.g. from The earth flies will follow The earth exists; whereas from a truth no falsehood will follow, for from the existence of the earth it does not follow that the earth flies aloft."}]},{"contentHash":"sha256:ebdb0696dfd86b75b48b3bb51ec7957871a45e0e85189a387526dcb4c7886dc8","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_158","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 158"},{"language":"ru","status":"translation","text":"параграф 158"}],"locator":"section/158","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a113b8f43db27914202dd7a426d88897b22bec6aeadd78f5fe13e9fb356262fe","language":"en","status":"official","text":"The third deduces from the negation of a coupled premiss and the affirmation of one of its clauses the opposite of the other clause, as for example ‟It is not both night and day; but it is day; therefore it is not night.” The fourth deduces from a disjunctive premiss and one of its alternative clauses the opposite of the other, as for example ‟Either it is day or it is night; but it is day; therefore it is not night.” The fifth deduces from a disjunctive premiss and the opposite of one of its clauses the other clause, as for example ‟Either it is day or it is night; but it is not night; therefore it is day.”"}]},{"contentHash":"sha256:a8c3cee18f532dc346cde57a419dba10cdc32ee93cd5063f32597ed2bb882b1d","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_162","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 162"},{"language":"ru","status":"translation","text":"параграф 162"}],"locator":"section/162","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a319b5fc56ffb8add8f1fd6fcf14285668b267681184d82f042970af6e967f31","language":"en","status":"official","text":"And we deal in like manner with the fourth non-demonstrable argument and the fifth. For either it is pre-evident or it is non-evident that in the disjunctive premiss one clause is true, the other false, in complete contradiction, as the disjunctive proclaims. 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80"},{"language":"ru","status":"translation","text":"параграф 80"}],"locator":"section/80","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:50b37e93df0ac0157da42a9fabee6d3ac1847ce220f62fbe25ba439e3455391e","language":"en","status":"official","text":"The first kind of indemonstrable statement is that in which the whole argument is constructed of a hypothetical proposition and the clause with which the hypothetical proposition begins, while the final clause is the conclusion; as e.g. If the first, then the second; but the first is, therefore the second is. The second is that which employs a hypothetical proposition and the contradictory of the consequent, while the conclusion is the contradictory of the antecedent; e.g. If it is day, it is light; but it is night, therefore it is not day. Here the minor premiss is the contradictory of the consequent; the conclusion the contradictory of the antecedent. The third kind of indemonstrable employs a conjunction of negative propositions for major premiss and one of the conjoined propositions for minor premiss, concluding thence the contradictory of the remaining proposition; e.g. It is not the case that Plato is both dead and alive; but he is dead, therefore Plato is not alive."}]},{"contentHash":"sha256:3d16e36b0b5aa88f59df14fd26d52897ccd1ce4eb07a607ca1ebed3cc840d33f","edition":"urn:grc:stoici:clir:indemonstrabilia#DIOGENES_HICKS_1925","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#DL_7_81","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 81"},{"language":"ru","status":"translation","text":"параграф 81"}],"locator":"section/81","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:e948fdfd32767578ab45d5e52cca4fa599d23e0d6a94b284db26f6165f83def6","language":"en","status":"official","text":"The fourth kind employs a disjunctive proposition and one of the two alternatives in the disjunction as premisses, and its conclusion is the contradictory of the other alternative; e.g. Either A or B; but A is, therefore B is not. The fifth kind is that in which the argument as a whole is constructed of a disjunctive proposition and the contradictory of one of the alternatives in the disjunction, its conclusion being the other alternative; e.g. Either it is day or it is night; but it is not night, therefore it is day. From a truth a truth follows, according to the Stoics, as e.g. It is light from It is day; and from a falsehood a falsehood, as It is dark from It is night, if this latter be untrue. Also a truth may follow from a falsehood; e.g. from The earth flies will follow The earth exists; whereas from a truth no falsehood will follow, for from the existence of the earth it does not follow that the earth flies aloft."}]},{"contentHash":"sha256:646f89a238207d1e78cf9eff6b550ba966166073c845c7414522cd200fa3375b","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 157"},{"language":"ru","status":"translation","text":"параграф 157"}],"locator":"section/157","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:67d1f6c31637cf2aef4cd557f4fd92823d8c80df41ad46afd9586c7ddf1330ca","language":"en","status":"official","text":"Now there are, in their imaginings, many non-demonstrable arguments, but the five which they chiefly propound, and to which all the rest can, it seems, be referred, are these. The first is that which deduces the consequent from the major premiss and the antecedent, as for example ‟If it is day, it is light; but in fact it is day; therefore it is light.” The second is that which deduces the opposite of the antecedent from the major premiss and the opposite of the consequent, as for example ‟If it is day, it is light; but it is not light; therefore it is not day.”"}]},{"contentHash":"sha256:ebdb0696dfd86b75b48b3bb51ec7957871a45e0e85189a387526dcb4c7886dc8","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_158","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 158"},{"language":"ru","status":"translation","text":"параграф 158"}],"locator":"section/158","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a113b8f43db27914202dd7a426d88897b22bec6aeadd78f5fe13e9fb356262fe","language":"en","status":"official","text":"The third deduces from the negation of a coupled premiss and the affirmation of one of its clauses the opposite of the other clause, as for example ‟It is not both night and day; but it is day; therefore it is not night.” The fourth deduces from a disjunctive premiss and one of its alternative clauses the opposite of the other, as for example ‟Either it is day or it is night; but it is day; therefore it is not night.” The fifth deduces from a disjunctive premiss and the opposite of one of its clauses the other clause, as for example ‟Either it is day or it is night; but it is not night; therefore it is day.”"}]},{"contentHash":"sha256:a8053d1d777a092a16334c43287e4503e19b1ab419b2615a6c3839b33f0142ab","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_160","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 160"},{"language":"ru","status":"translation","text":"параграф 160"}],"locator":"section/160","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:ddfb72643bc05139ee489b6d40d2a6d36ca8b0fa46f3e0c71bc1ddebf64f0004","language":"en","status":"official","text":"And in the case of the second non-demonstrable argument we make a similar objection. For it is either possible or impossible for the antecedent to be true when the consequent is not true. But if this is possible, the major premiss will not be valid; while if it is impossible, at the moment of positing ‟Not the consequent” we posit also ‟Not the antecedent,” and the major premiss is redundant once again, the argument propounded being ‟It is not light, therefore it is not day.”"}]},{"contentHash":"sha256:c98cb4abc03b5d448a6565f8223bf1fd7b2a6796adf5787816e8ac8725327932","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_161","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 161"},{"language":"ru","status":"translation","text":"параграф 161"}],"locator":"section/161","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:45ef72f5b0950b68e73bd91b8cbf00a0460f4fb0e7b11cf9f96a052d1db36f20","language":"en","status":"official","text":"The same reasoning applies also to the third non-demonstrable argument. For either it is pre-evident that it is impossible for the clauses in the coupled premiss mutually to co-exist, or else it is non-evident. And if it is non-evident we shall not grant the negative of the coupled premiss; but if it is pre-evident, at the moment of positing the one clause the other is annulled, and the negative of the coupled premiss is redundant when we propound the argument in the form ‟It is day, therefore it is not night.”"}]},{"contentHash":"sha256:a8c3cee18f532dc346cde57a419dba10cdc32ee93cd5063f32597ed2bb882b1d","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_162","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 162"},{"language":"ru","status":"translation","text":"параграф 162"}],"locator":"section/162","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a319b5fc56ffb8add8f1fd6fcf14285668b267681184d82f042970af6e967f31","language":"en","status":"official","text":"And we deal in like manner with the fourth non-demonstrable argument and the fifth. For either it is pre-evident or it is non-evident that in the disjunctive premiss one clause is true, the other false, in complete contradiction, as the disjunctive proclaims. And if this is non-evident, we shall not grant the disjunctive; but if it is pre-evident, if one of its clauses be affirmed it is apparent that the other is not true, and if one is negated it is pre-evident that the other is true, so that it is sufficient to frame the argument thus—‟It is day, therefore it is not night,” or ‟It is not day, therefore it is night;” and the disjunctive premiss is redundant."}]}],"text":"licensed_conclusion: **TRUE_ONLY** — установлено\nВыведено правом: licensed_conclusion(urn:stoic:test:inference, urn:stoic:test:a)\nПрименены правила: FifthIndemonstrableDiogenes\nОтвет поражаем правилом «fourth indemonstrable: either the first or the second; the first; therefore not the second» — оно отменило бы вывод, будь установлено: is_exclusive_disjunction(urn:stoic:test:disjunction, urn:stoic:test:not-b, urn:stoic:test:a)\nОтвет поражаем правилом «second indemonstrable: if the first then the second; not the second; therefore not the first» — оно отменило бы вывод, будь установлено: is_conditional(urn:stoic:test:disjunction, urn:stoic:test:a, urn:stoic:test:b)\nОтвет поражаем правилом «third indemonstrable: not both; the first; therefore not the second» — оно отменило бы вывод, будь установлено: is_negation_of(urn:stoic:test:disjunction, v2); is_conjunction(v2, urn:stoic:test:not-b, urn:stoic:test:a)\n(поражающее правило не сработало из-за неустановленных фактов — подайте их в facts, если они есть в деле)\nПраво (вне юрисдикции государства): Пять стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — доктрина — EXECUTABLE 3 §33.1 (programHash sha256:e2f4a762812e…)\nproof-граф: 9 узлов — поле evaluation готово для law_explain"},{"answer":{"answer":{"evaluationStatus":"COMPUTED","kind":"TRUTH","meaning":"установлено","missingInputs":[],"truthStatus":"TRUE_ONLY"},"closedEditionRules":[],"derived":["licensed_conclusion(urn:stoic:test:inference, urn:stoic:test:b)"],"derivedOmitted":0,"evaluation":{"proofGraph":{"nodes":[{"attributes":{"assertion":"urn:mcp:case#fact-1"},"conclusion":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:disjunction","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#major_premise"},"evidence":[],"id":"urn:proof:assert:urn:mcp:case#fact-1","kind":"assertion","premises":[],"sourceAnchors":[]},{"attributes":{"assertion":"urn:mcp:case#fact-2"},"conclusion":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:not-a","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#minor_premise"},"evidence":[],"id":"urn:proof:assert:urn:mcp:case#fact-2","kind":"assertion","premises":[],"sourceAnchors":[]},{"attributes":{"assertion":"urn:mcp:case#fact-3"},"conclusion":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:b","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested"},"evidence":[],"id":"urn:proof:assert:urn:mcp:case#fact-3","kind":"assertion","premises":[],"sourceAnchors":[]},{"attributes":{"assertion":"urn:mcp:case#fact-4"},"conclusion":{"args":[{"id":"urn:stoic:test:disjunction","kind":"entity_ref"},{"id":"urn:stoic:test:a","kind":"entity_ref"},{"id":"urn:stoic:test:b","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#is_exclusive_disjunction"},"evidence":[],"id":"urn:proof:assert:urn:mcp:case#fact-4","kind":"assertion","premises":[],"sourceAnchors":[]},{"attributes":{"assertion":"urn:mcp:case#fact-5"},"conclusion":{"args":[{"id":"urn:stoic:test:not-a","kind":"entity_ref"},{"id":"urn:stoic:test:a","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#is_negation_of"},"evidence":[],"id":"urn:proof:assert:urn:mcp:case#fact-5","kind":"assertion","premises":[],"sourceAnchors":[]},{"attributes":{},"conclusion":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:b","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion"},"evidence":[],"id":"urn:proof:apply:FifthIndemonstrableSextus:4a3bdca9f50494d782037e21e5177c85fdfee329f446d2f7e82e5a3f4354edac","kind":"rule_application","premises":["urn:proof:assert:urn:mcp:case#fact-1","urn:proof:assert:urn:mcp:case#fact-2","urn:proof:assert:urn:mcp:case#fact-3","urn:proof:assert:urn:mcp:case#fact-4","urn:proof:assert:urn:mcp:case#fact-5"],"rule":"urn:grc:stoici:clir:indemonstrabilia#FifthIndemonstrableSextus","sourceAnchors":[],"substitution":{"v0":{"id":"urn:stoic:test:inference","kind":"entity_ref"},"v1":{"id":"urn:stoic:test:disjunction","kind":"entity_ref"},"v2":{"id":"urn:stoic:test:a","kind":"entity_ref"},"v3":{"id":"urn:stoic:test:b","kind":"entity_ref"},"v4":{"id":"urn:stoic:test:not-a","kind":"entity_ref"}}},{"attributes":{},"conclusion":{"constraint":"urn:grc:stoici:clir:indemonstrabilia#FiveIndemonstrablesExhaustive","requirementStatus":"TRUE_ONLY","status":"SATISFIED","triggerStatus":"SATISFIED"},"evidence":[],"id":"urn:proof:constraint:FiveIndemonstrablesExhaustive:c76b2df17ca7758f5ed5ae9568e7de011c2b114a9b7d63d323f2e9619025a984","kind":"constraint_check","premises":["urn:proof:apply:FifthIndemonstrableSextus:4a3bdca9f50494d782037e21e5177c85fdfee329f446d2f7e82e5a3f4354edac","urn:proof:assert:urn:mcp:case#fact-3"],"sourceAnchors":[],"substitution":{"v0":{"id":"urn:stoic:test:inference","kind":"entity_ref"},"v1":{"id":"urn:stoic:test:b","kind":"entity_ref"}}},{"attributes":{},"conclusion":{"selected":["urn:grc:stoici:clir:indemonstrabilia#SextusFifthReading"]},"evidence":[],"id":"urn:proof:interpretation-selection","kind":"interpretation_selection","premises":[],"sourceAnchors":[]},{"attributes":{},"conclusion":{"literal":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:b","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion"},"truthStatus":"TRUE_ONLY"},"evidence":[],"id":"urn:proof:query:mcp","kind":"query_evaluation","premises":["urn:proof:apply:FifthIndemonstrableSextus:4a3bdca9f50494d782037e21e5177c85fdfee329f446d2f7e82e5a3f4354edac"],"sourceAnchors":[]}],"proofHash":"sha256:0af362e0d1a0fbbe1cac31a332737b861d472bb5827c834bc2062697ec422552","roots":["urn:proof:constraint:FiveIndemonstrablesExhaustive:c76b2df17ca7758f5ed5ae9568e7de011c2b114a9b7d63d323f2e9619025a984","urn:proof:query:mcp"]},"resultHash":"sha256:d0163dc01cf0e8691b6318c63cea3caebc826cadf060f9099b3699a49a764719","schemaVersion":"law.core.evaluation/0.2"},"evaluationStatus":"COMPUTED","issues":[],"judgmentRequests":[],"proofRef":"urn:proof:query:mcp","provenance":{"acts":[{"contributed":true,"frag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стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — вне юрисдикции государства — доктрина — EXECUTABLE 3 §33.1"}],"caseHash":"sha256:3303d3f3825db020e70fb07da9bb5bf542ba88c634d986153e1c292052d79b5e","codeHash":"sha256:9bcca6a33805c1c364ca1bc8e9d39d6a9c51ba44203c0406bafbf397b96be699","jurisdiction":"вне юрисдикции государства","legalTime":"0001-01-01","mode":"audit","programHash":"sha256:e2f4a762812ed3108f558e351eeaeff0a8aef1e08bb356e1e5c93d7c300833b4","resultHash":"sha256:d0163dc01cf0e8691b6318c63cea3caebc826cadf060f9099b3699a49a764719","rustCodeHash":"sha256:d368cafc7162ed7a6563df5e5c943a57be26fa8aeb3179b530fe3bdd67fe9be4","timezone":"Asia/Qyzylorda"},"rulesApplied":["urn:grc:stoici:clir:indemonstrabilia#FifthIndemonstrableSextus"],"signature":{"constants":{},"parameters":[{"labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"predicate":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion","schemaVersion":"law.answers.signature/0.1","types":{"urn:grc:stoici:clir:indemonstrabilia#Inference":{"kind":"entity","labels":[{"language":"en","status":"translation","text":"submitted inference: major premise, minor premise, and 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80"},{"language":"ru","status":"translation","text":"параграф 80"}],"locator":"section/80","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:50b37e93df0ac0157da42a9fabee6d3ac1847ce220f62fbe25ba439e3455391e","language":"en","status":"official","text":"The first kind of indemonstrable statement is that in which the whole argument is constructed of a hypothetical proposition and the clause with which the hypothetical proposition begins, while the final clause is the conclusion; as e.g. If the first, then the second; but the first is, therefore the second is. The second is that which employs a hypothetical proposition and the contradictory of the consequent, while the conclusion is the contradictory of the antecedent; e.g. If it is day, it is light; but it is night, therefore it is not day. Here the minor premiss is the contradictory of the consequent; the conclusion the contradictory of the antecedent. The third kind of indemonstrable employs a conjunction of negative propositions for major premiss and one of the conjoined propositions for minor premiss, concluding thence the contradictory of the remaining proposition; e.g. It is not the case that Plato is both dead and alive; but he is dead, therefore Plato is not alive."}]},{"contentHash":"sha256:3d16e36b0b5aa88f59df14fd26d52897ccd1ce4eb07a607ca1ebed3cc840d33f","edition":"urn:grc:stoici:clir:indemonstrabilia#DIOGENES_HICKS_1925","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#DL_7_81","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 81"},{"language":"ru","status":"translation","text":"параграф 81"}],"locator":"section/81","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:e948fdfd32767578ab45d5e52cca4fa599d23e0d6a94b284db26f6165f83def6","language":"en","status":"official","text":"The fourth kind employs a disjunctive proposition and one of the two alternatives in the disjunction as premisses, and its conclusion is the contradictory of the other alternative; e.g. Either A or B; but A is, therefore B is not. The fifth kind is that in which the argument as a whole is constructed of a disjunctive proposition and the contradictory of one of the alternatives in the disjunction, its conclusion being the other alternative; e.g. Either it is day or it is night; but it is not night, therefore it is day. From a truth a truth follows, according to the Stoics, as e.g. It is light from It is day; and from a falsehood a falsehood, as It is dark from It is night, if this latter be untrue. Also a truth may follow from a falsehood; e.g. from The earth flies will follow The earth exists; whereas from a truth no falsehood will follow, for from the existence of the earth it does not follow that the earth flies aloft."}]},{"contentHash":"sha256:646f89a238207d1e78cf9eff6b550ba966166073c845c7414522cd200fa3375b","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 157"},{"language":"ru","status":"translation","text":"параграф 157"}],"locator":"section/157","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:67d1f6c31637cf2aef4cd557f4fd92823d8c80df41ad46afd9586c7ddf1330ca","language":"en","status":"official","text":"Now there are, in their imaginings, many non-demonstrable arguments, but the five which they chiefly propound, and to which all the rest can, it seems, be referred, are these. The first is that which deduces the consequent from the major premiss and the antecedent, as for example ‟If it is day, it is light; but in fact it is day; therefore it is light.” The second is that which deduces the opposite of the antecedent from the major premiss and the opposite of the consequent, as for example ‟If it is day, it is light; but it is not light; therefore it is not day.”"}]},{"contentHash":"sha256:ebdb0696dfd86b75b48b3bb51ec7957871a45e0e85189a387526dcb4c7886dc8","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_158","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 158"},{"language":"ru","status":"translation","text":"параграф 158"}],"locator":"section/158","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a113b8f43db27914202dd7a426d88897b22bec6aeadd78f5fe13e9fb356262fe","language":"en","status":"official","text":"The third deduces from the negation of a coupled premiss and the affirmation of one of its clauses the opposite of the other clause, as for example ‟It is not both night and day; but it is day; therefore it is not night.” The fourth deduces from a disjunctive premiss and one of its alternative clauses the opposite of the other, as for example ‟Either it is day or it is night; but it is day; therefore it is not night.” The fifth deduces from a disjunctive premiss and the opposite of one of its clauses the other clause, as for example ‟Either it is day or it is night; but it is not night; therefore it is day.”"}]},{"contentHash":"sha256:a8053d1d777a092a16334c43287e4503e19b1ab419b2615a6c3839b33f0142ab","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_160","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 160"},{"language":"ru","status":"translation","text":"параграф 160"}],"locator":"section/160","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:ddfb72643bc05139ee489b6d40d2a6d36ca8b0fa46f3e0c71bc1ddebf64f0004","language":"en","status":"official","text":"And in the case of the second non-demonstrable argument we make a similar objection. For it is either possible or impossible for the antecedent to be true when the consequent is not true. But if this is possible, the major premiss will not be valid; while if it is impossible, at the moment of positing ‟Not the consequent” we posit also ‟Not the antecedent,” and the major premiss is redundant once again, the argument propounded being ‟It is not light, therefore it is not day.”"}]},{"contentHash":"sha256:c98cb4abc03b5d448a6565f8223bf1fd7b2a6796adf5787816e8ac8725327932","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_161","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 161"},{"language":"ru","status":"translation","text":"параграф 161"}],"locator":"section/161","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:45ef72f5b0950b68e73bd91b8cbf00a0460f4fb0e7b11cf9f96a052d1db36f20","language":"en","status":"official","text":"The same reasoning applies also to the third non-demonstrable argument. For either it is pre-evident that it is impossible for the clauses in the coupled premiss mutually to co-exist, or else it is non-evident. And if it is non-evident we shall not grant the negative of the coupled premiss; but if it is pre-evident, at the moment of positing the one clause the other is annulled, and the negative of the coupled premiss is redundant when we propound the argument in the form ‟It is day, therefore it is not night.”"}]},{"contentHash":"sha256:a8c3cee18f532dc346cde57a419dba10cdc32ee93cd5063f32597ed2bb882b1d","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_162","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 162"},{"language":"ru","status":"translation","text":"параграф 162"}],"locator":"section/162","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a319b5fc56ffb8add8f1fd6fcf14285668b267681184d82f042970af6e967f31","language":"en","status":"official","text":"And we deal in like manner with the fourth non-demonstrable argument and the fifth. For either it is pre-evident or it is non-evident that in the disjunctive premiss one clause is true, the other false, in complete contradiction, as the disjunctive proclaims. And if this is non-evident, we shall not grant the disjunctive; but if it is pre-evident, if one of its clauses be affirmed it is apparent that the other is not true, and if one is negated it is pre-evident that the other is true, so that it is sufficient to frame the argument thus—‟It is day, therefore it is not night,” or ‟It is not day, therefore it is night;” and the disjunctive premiss is redundant."}]}],"text":"licensed_conclusion: **TRUE_ONLY** — установлено\nВыведено правом: licensed_conclusion(urn:stoic:test:inference, urn:stoic:test:b)\nПрименены правила: FifthIndemonstrableSextus\nОтвет поражаем правилом «fourth indemonstrable: either the first or the second; the first; therefore not the second» — оно отменило бы вывод, будь установлено: minor_premise(urn:stoic:test:inference, urn:stoic:test:a)\nОтвет поражаем правилом «second indemonstrable: if the first then the second; not the second; therefore not the first» — оно отменило бы вывод, будь установлено: is_conditional(urn:stoic:test:disjunction, urn:stoic:test:b, urn:stoic:test:a)\nОтвет поражаем правилом «third indemonstrable: not both; the first; therefore not the second» — оно отменило бы вывод, будь установлено: is_negation_of(urn:stoic:test:disjunction, v2); is_conjunction(v2, urn:stoic:test:not-a, urn:stoic:test:b)\n(поражающее правило не сработало из-за неустановленных фактов — подайте их в facts, если они есть в деле)\nПраво (вне юрисдикции государства): Пять стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — доктрина — EXECUTABLE 3 §33.1 (programHash sha256:e2f4a762812e…)\nproof-граф: 9 узлов — поле evaluation готово для law_explain"},{"answer":{"answer":{"evaluationStatus":"COMPUTED","kind":"TRUTH","meaning":"НЕ УСТАНОВЛЕНО: в формализованном праве нет ни подтверждения, ни опровержения (открытый мир §69) — это не 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conclusion"},{"language":"ru","status":"official","text":"предъявленный вывод: большая посылка, малая посылка и заключение"}],"name":"Inference","package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#Proposition","kind":"type_decl","labels":[{"language":"en","status":"translation","text":"proposition: truth-apt content"},{"language":"grc","status":"official","text":"ἀξίωμα"},{"language":"ru","status":"translation","text":"пропозиция: содержание, способное быть истинным или ложным"}],"name":"Proposition","package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 157"},{"language":"ru","status":"translation","text":"параграф 157"}],"package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_158","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 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162"}],"package":"urn:grc:stoici:clir:indemonstrabilia"},{"id":"urn:grc:stoici:clir:indemonstrabilia#SecondIndemonstrable","kind":"rule","labels":[{"language":"en","status":"translation","text":"second indemonstrable: if the first then the second; not the second; therefore not the first"},{"language":"ru","status":"official","text":"вторая схема: если первое, то второе; не второе; значит не первое"}],"package":"urn:grc:stoici:clir:indemonstrabilia","strength":"strict"},{"id":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is submitted as the conclusion to be checked"},{"language":"ru","status":"official","text":"для пропозиции проверяется, лицензирована ли она как заключение"}],"name":"conclusion_requested","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested/arg/i","labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conditional","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is a conditional with this antecedent and consequent"},{"language":"ru","status":"official","text":"пропозиция имеет форму «если antecedent, то consequent»"}],"name":"is_conditional","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conditional/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conditional/arg/antecedent","labels":[],"name":"antecedent","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_conditional/arg/consequent","labels":[],"name":"consequent","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_exclusive_disjunction","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is the exclusive disjunction of first and second"},{"language":"ru","status":"official","text":"пропозиция есть исключающая дизъюнкция first и second"}],"name":"is_exclusive_disjunction","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#is_exclusive_disjunction/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_exclusive_disjunction/arg/first","labels":[],"name":"first","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_exclusive_disjunction/arg/second","labels":[],"name":"second","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_negation_of","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the first proposition is the contradictory negation of the second"},{"language":"ru","status":"official","text":"первая пропозиция есть противоречащее отрицание второй"}],"name":"is_negation_of","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#is_negation_of/arg/negative","labels":[],"name":"negative","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#is_negation_of/arg/positive","labels":[],"name":"positive","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the submitted premises license the proposition as conclusion"},{"language":"ru","status":"official","text":"предъявленные посылки лицензируют пропозицию как заключение"}],"name":"licensed_conclusion","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion/arg/i","labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#major_premise","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is the major premise of this inference"},{"language":"ru","status":"official","text":"пропозиция предъявлена как большая посылка этого вывода"}],"name":"major_premise","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#major_premise/arg/i","labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#major_premise/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"},{"id":"urn:grc:stoici:clir:indemonstrabilia#minor_premise","kind":"symbol_decl","labels":[{"language":"en","status":"translation","text":"the proposition is the minor premise of this inference"},{"language":"ru","status":"official","text":"пропозиция предъявлена как малая посылка этого вывода"}],"name":"minor_premise","package":"urn:grc:stoici:clir:indemonstrabilia","parameters":[{"id":"urn:grc:stoici:clir:indemonstrabilia#minor_premise/arg/i","labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"id":"urn:grc:stoici:clir:indemonstrabilia#minor_premise/arg/p","labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"symbolKind":"relation"}],"tables":[]},"provenance":{"acts":[{"contributed":false,"fragmentCount":10,"fragments":[],"jurisdiction":"none","namespace":"urn:grc:stoici:clir:indemonstrabilia","package":"grc-stoic-indemonstrables","title":"Пять стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — вне юрисдикции государства — доктрина — EXECUTABLE 3 §33.1"}],"caseHash":"sha256:848a076eea41b034ff204dc71568a364ced7b56038f47bd2a566d8b0a4951442","codeHash":"sha256:9bcca6a33805c1c364ca1bc8e9d39d6a9c51ba44203c0406bafbf397b96be699","jurisdiction":"вне юрисдикции государства","legalTime":"0001-01-01","mode":"audit","programHash":"sha256:e2f4a762812ed3108f558e351eeaeff0a8aef1e08bb356e1e5c93d7c300833b4","resultHash":"sha256:149c7557003b03f790dbd936a205d7c26af44568f82e045ec50fb943e3f98307","rustCodeHash":"sha256:d368cafc7162ed7a6563df5e5c943a57be26fa8aeb3179b530fe3bdd67fe9be4","timezone":"Asia/Qyzylorda"},"request":{"args":["urn:stoic:test:inference","urn:stoic:test:b"],"facts":[{"args":["urn:stoic:test:inference","urn:stoic:test:disjunction"],"predicate":"major_premise"},{"args":["urn:stoic:test:inference","urn:stoic:test:not-a"],"predicate":"minor_premise"},{"args":["urn:stoic:test:inference","urn:stoic:test:b"],"predicate":"conclusion_requested"},{"args":["urn:stoic:test:disjunction","urn:stoic:test:a","urn:stoic:test:b"],"predicate":"is_exclusive_disjunction"},{"args":["urn:stoic:test:not-a","urn:stoic:test:a"],"predicate":"is_negation_of"}],"kind":"truth","legalTime":"0001-01-01","package":"grc-stoic-indemonstrables","predicate":"licensed_conclusion","proof":true,"selectedInterpretations":["urn:grc:stoici:clir:indemonstrabilia#DiogenesFifthReading"]},"sources":[{"contentHash":"sha256:9983edf22aaebb3cb637437eb139db44abd8ee8d39eff23b648c11ff1ae8517c","edition":"urn:grc:stoici:clir:indemonstrabilia#DIOGENES_HICKS_1925","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#DL_7_80","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 80"},{"language":"ru","status":"translation","text":"параграф 80"}],"locator":"section/80","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:50b37e93df0ac0157da42a9fabee6d3ac1847ce220f62fbe25ba439e3455391e","language":"en","status":"official","text":"The first kind of indemonstrable statement is that in which the whole argument is constructed of a hypothetical proposition and the clause with which the hypothetical proposition begins, while the final clause is the conclusion; as e.g. If the first, then the second; but the first is, therefore the second is. The second is that which employs a hypothetical proposition and the contradictory of the consequent, while the conclusion is the contradictory of the antecedent; e.g. If it is day, it is light; but it is night, therefore it is not day. Here the minor premiss is the contradictory of the consequent; the conclusion the contradictory of the antecedent. The third kind of indemonstrable employs a conjunction of negative propositions for major premiss and one of the conjoined propositions for minor premiss, concluding thence the contradictory of the remaining proposition; e.g. It is not the case that Plato is both dead and alive; but he is dead, therefore Plato is not alive."}]},{"contentHash":"sha256:3d16e36b0b5aa88f59df14fd26d52897ccd1ce4eb07a607ca1ebed3cc840d33f","edition":"urn:grc:stoici:clir:indemonstrabilia#DIOGENES_HICKS_1925","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#DL_7_81","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 81"},{"language":"ru","status":"translation","text":"параграф 81"}],"locator":"section/81","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:e948fdfd32767578ab45d5e52cca4fa599d23e0d6a94b284db26f6165f83def6","language":"en","status":"official","text":"The fourth kind employs a disjunctive proposition and one of the two alternatives in the disjunction as premisses, and its conclusion is the contradictory of the other alternative; e.g. Either A or B; but A is, therefore B is not. The fifth kind is that in which the argument as a whole is constructed of a disjunctive proposition and the contradictory of one of the alternatives in the disjunction, its conclusion being the other alternative; e.g. Either it is day or it is night; but it is not night, therefore it is day. From a truth a truth follows, according to the Stoics, as e.g. It is light from It is day; and from a falsehood a falsehood, as It is dark from It is night, if this latter be untrue. Also a truth may follow from a falsehood; e.g. from The earth flies will follow The earth exists; whereas from a truth no falsehood will follow, for from the existence of the earth it does not follow that the earth flies aloft."}]},{"contentHash":"sha256:646f89a238207d1e78cf9eff6b550ba966166073c845c7414522cd200fa3375b","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 157"},{"language":"ru","status":"translation","text":"параграф 157"}],"locator":"section/157","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:67d1f6c31637cf2aef4cd557f4fd92823d8c80df41ad46afd9586c7ddf1330ca","language":"en","status":"official","text":"Now there are, in their imaginings, many non-demonstrable arguments, but the five which they chiefly propound, and to which all the rest can, it seems, be referred, are these. The first is that which deduces the consequent from the major premiss and the antecedent, as for example ‟If it is day, it is light; but in fact it is day; therefore it is light.” The second is that which deduces the opposite of the antecedent from the major premiss and the opposite of the consequent, as for example ‟If it is day, it is light; but it is not light; therefore it is not day.”"}]},{"contentHash":"sha256:ebdb0696dfd86b75b48b3bb51ec7957871a45e0e85189a387526dcb4c7886dc8","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_158","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 158"},{"language":"ru","status":"translation","text":"параграф 158"}],"locator":"section/158","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a113b8f43db27914202dd7a426d88897b22bec6aeadd78f5fe13e9fb356262fe","language":"en","status":"official","text":"The third deduces from the negation of a coupled premiss and the affirmation of one of its clauses the opposite of the other clause, as for example ‟It is not both night and day; but it is day; therefore it is not night.” The fourth deduces from a disjunctive premiss and one of its alternative clauses the opposite of the other, as for example ‟Either it is day or it is night; but it is day; therefore it is not night.” The fifth deduces from a disjunctive premiss and the opposite of one of its clauses the other clause, as for example ‟Either it is day or it is night; but it is not night; therefore it is day.”"}]},{"contentHash":"sha256:b2f9aa061a998545e8a3cd5e54933caa0e68ccde75e2c2e5e45acc8c7bac3476","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_159","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 159"},{"language":"ru","status":"translation","text":"параграф 159"}],"locator":"section/159","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:50b0bc3d16cc9766128fef647d35e380cb0427fce3a64a3f33b5b342548e0f21","language":"en","status":"official","text":"These, then, are the much talked of non-demonstrable arguments, but they all seem to me to be inconclusive through redundancy. Thus for instance, to begin with the first, either it is agreed, or else it is non-evident, that in the major premiss ‟If it is day, it is light,” the clause ‟it is light” follows from its antecedent ‟it is day.” But if this is non-evident, we shall not grant the major premiss as agreed; if, however, it is pre-evident that if the clause ‟it is day” be true, the clause ‟it is light” will necessarily be true also, then, once we have asserted that ‟it is day,” the statement ‟it is light” is also inferred, so that an argument in the form ‟It is day, therefore it is light” is sufficient, and the major premiss ‟If it is day, it is light” is redundant."}]},{"contentHash":"sha256:a8053d1d777a092a16334c43287e4503e19b1ab419b2615a6c3839b33f0142ab","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_160","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 160"},{"language":"ru","status":"translation","text":"параграф 160"}],"locator":"section/160","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:ddfb72643bc05139ee489b6d40d2a6d36ca8b0fa46f3e0c71bc1ddebf64f0004","language":"en","status":"official","text":"And in the case of the second non-demonstrable argument we make a similar objection. For it is either possible or impossible for the antecedent to be true when the consequent is not true. But if this is possible, the major premiss will not be valid; while if it is impossible, at the moment of positing ‟Not the consequent” we posit also ‟Not the antecedent,” and the major premiss is redundant once again, the argument propounded being ‟It is not light, therefore it is not day.”"}]},{"contentHash":"sha256:a8c3cee18f532dc346cde57a419dba10cdc32ee93cd5063f32597ed2bb882b1d","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_162","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 162"},{"language":"ru","status":"translation","text":"параграф 162"}],"locator":"section/162","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a319b5fc56ffb8add8f1fd6fcf14285668b267681184d82f042970af6e967f31","language":"en","status":"official","text":"And we deal in like manner with the fourth non-demonstrable argument and the fifth. For either it is pre-evident or it is non-evident that in the disjunctive premiss one clause is true, the other false, in complete contradiction, as the disjunctive proclaims. And if this is non-evident, we shall not grant the disjunctive; but if it is pre-evident, if one of its clauses be affirmed it is apparent that the other is not true, and if one is negated it is pre-evident that the other is true, so that it is sufficient to frame the argument thus—‟It is day, therefore it is not night,” or ‟It is not day, therefore it is night;” and the disjunctive premiss is redundant."}]}],"text":"licensed_conclusion: **NEITHER** — НЕ УСТАНОВЛЕНО: в формализованном праве нет ни подтверждения, ни опровержения (открытый мир §69) — это не «нет»\nПравило «fifth indemonstrable in Diogenes' order: either first or second; not second; therefore first» вывело бы это при посылках:\n    ✓ minor_premise(urn:stoic:test:inference, urn:stoic:test:not-a) — TRUE_ONLY\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    ? is_exclusive_disjunction(urn:stoic:test:disjunction, urn:stoic:test:b, urn:stoic:test:a) — NEITHER\n    ✓ is_negation_of(urn:stoic:test:not-a, urn:stoic:test:a) — TRUE_ONLY\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:disjunction) — TRUE_ONLY\nПравило «fifth indemonstrable in Sextus' order: either first or second; not first; therefore second» вывело бы это при посылках:\n    ✓ minor_premise(urn:stoic:test:inference, urn:stoic:test:not-a) — TRUE_ONLY\n    ✓ is_exclusive_disjunction(urn:stoic:test:disjunction, urn:stoic:test:a, urn:stoic:test:b) — TRUE_ONLY\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:disjunction) — TRUE_ONLY\n    ✓ is_negation_of(urn:stoic:test:not-a, urn:stoic:test:a) — TRUE_ONLY\nПравило «first indemonstrable: if the first then the second; the first; therefore the second» вывело бы это при посылках:\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:disjunction) — TRUE_ONLY\n    ? is_conditional(urn:stoic:test:disjunction, urn:stoic:test:not-a, urn:stoic:test:b) — NEITHER\n    ✓ minor_premise(urn:stoic:test:inference, urn:stoic:test:not-a) — TRUE_ONLY\nПравило «fourth indemonstrable: either the first or the second; the first; therefore not the second» вывело бы это при посылках:\n    ✓ is_exclusive_disjunction(urn:stoic:test:disjunction, urn:stoic:test:a, urn:stoic:test:b) — TRUE_ONLY\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:disjunction) — TRUE_ONLY\n    ? minor_premise(urn:stoic:test:inference, urn:stoic:test:a) — NEITHER\nПравило «second indemonstrable: if the first then the second; not the second; therefore not the first» вывело бы это при посылках:\n    ✓ minor_premise(urn:stoic:test:inference, urn:stoic:test:not-a) — TRUE_ONLY\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    ✓ is_negation_of(urn:stoic:test:not-a, urn:stoic:test:a) — TRUE_ONLY\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:disjunction) — TRUE_ONLY\n    ? is_conditional(urn:stoic:test:disjunction, urn:stoic:test:b, urn:stoic:test:a) — NEITHER\n(? — факт не подан и не выведен; ✗ — установлено обратное)\nПолные правила с посылками: law_rules({\"predicate\": \"licensed_conclusion\"})\nПраво (вне юрисдикции государства): Пять стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — доктрина — EXECUTABLE 3 §33.1 (programHash sha256:e2f4a762812e…)\nproof-граф: 4 узлов — поле evaluation готово для law_explain"},{"answer":{"answer":{"evaluationStatus":"COMPUTED","kind":"TRUTH","meaning":"НЕ УСТАНОВЛЕНО: в формализованном праве нет ни подтверждения, ни опровержения (открытый мир §69) — это не «нет»","missingInputs":[],"truthStatus":"NEITHER"},"closedEditionRules":[],"derived":[],"derivedOmitted":0,"evaluation":{"proofGraph":{"nodes":[{"attributes":{"assertion":"urn:mcp:case#fact-3"},"conclusion":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:b","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested"},"evidence":[],"id":"urn:proof:assert:urn:mcp:case#fact-3","kind":"assertion","premises":[],"sourceAnchors":[]},{"attributes":{},"conclusion":{"constraint":"urn:grc:stoici:clir:indemonstrabilia#FiveIndemonstrablesExhaustive","requirementStatus":"NEITHER","status":"UNDETERMINED","triggerStatus":"SATISFIED"},"evidence":[],"id":"urn:proof:constraint:FiveIndemonstrablesExhaustive:fb99d619341931c30aefc09564172a20a1548bc47831bd86ddee874c5414f61d","kind":"constraint_check","premises":["urn:proof:assert:urn:mcp:case#fact-3"],"sourceAnchors":[],"substitution":{"v0":{"id":"urn:stoic:test:inference","kind":"entity_ref"},"v1":{"id":"urn:stoic:test:b","kind":"entity_ref"}}},{"attributes":{},"conclusion":{"selected":["urn:grc:stoici:clir:indemonstrabilia#DiogenesFifthReading"]},"evidence":[],"id":"urn:proof:interpretation-selection","kind":"interpretation_selection","premises":[],"sourceAnchors":[]},{"attributes":{},"conclusion":{"literal":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:b","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion"},"truthStatus":"NEITHER"},"evidence":[],"id":"urn:proof:query:mcp","kind":"query_evaluation","premises":[],"sourceAnchors":[]}],"proofHash":"sha256:e3c30d32f9acbdc847d7af2e672f2248d51eaa9963bdf3b81f13772e589f3abc","roots":["urn:proof:constraint:FiveIndemonstrablesExhaustive:fb99d619341931c30aefc09564172a20a1548bc47831bd86ddee874c5414f61d","urn:proof:query:mcp"]},"resultHash":"sha256:d48f4d7862b0cba5f15aac9b51f167294382811ab5ee7de8391d3d7fdb3c6bb2","schemaVersion":"law.core.evaluation/0.2"},"evaluationStatus":"COMPUTED","issues":[],"judgmentRequests":[],"proofRef":"urn:proof:query:mcp","provenance":{"acts":[{"contributed":false,"fragmentCount":10,"fragments":[],"jurisdiction":"none","namespace":"urn:grc:stoici:clir:indemonstrabilia","package":"grc-stoic-indemonstrables","title":"Пять стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — вне юрисдикции государства — доктрина — EXECUTABLE 3 §33.1"}],"caseHash":"sha256:c81c773838f88649f889a6b9640f595c9a93e84e4c19cb775f1d8edf8696fb65","codeHash":"sha256:9bcca6a33805c1c364ca1bc8e9d39d6a9c51ba44203c0406bafbf397b96be699","jurisdiction":"вне юрисдикции государства","legalTime":"0001-01-01","mode":"audit","programHash":"sha256:e2f4a762812ed3108f558e351eeaeff0a8aef1e08bb356e1e5c93d7c300833b4","resultHash":"sha256:d48f4d7862b0cba5f15aac9b51f167294382811ab5ee7de8391d3d7fdb3c6bb2","rustCodeHash":"sha256:d368cafc7162ed7a6563df5e5c943a57be26fa8aeb3179b530fe3bdd67fe9be4","timezone":"Asia/Qyzylorda"},"rulesApplied":[],"signature":{"constants":{},"parameters":[{"labels":[],"name":"i","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Inference"}},{"labels":[],"name":"p","type":{"name":"urn:grc:stoici:clir:indemonstrabilia#Proposition"}}],"predicate":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion","schemaVersion":"law.answers.signature/0.1","types":{"urn:grc:stoici:clir:indemonstrabilia#Inference":{"kind":"entity","labels":[{"language":"en","status":"translation","text":"submitted inference: major premise, minor premise, and conclusion"},{"language":"ru","status":"official","text":"предъявленный вывод: большая посылка, малая посылка и заключение"}],"namespace":"urn:grc:stoici:clir:indemonstrabilia","package":"grc.stoici.indemonstrabilia"},"urn:grc:stoici:clir:indemonstrabilia#Proposition":{"kind":"entity","labels":[{"language":"en","status":"translation","text":"proposition: truth-apt content"},{"language":"grc","status":"official","text":"ἀξίωμα"},{"language":"ru","status":"translation","text":"пропозиция: содержание, способное быть истинным или ложным"}],"namespace":"urn:grc:stoici:clir:indemonstrabilia","package":"grc.stoici.indemonstrabilia"}},"vocab":{}},"vulnerableTo":[],"whyNot":[{"anchors":["urn:grc:stoici:clir:indemonstrabilia#DL_7_81"],"computedHead":false,"label":"fifth indemonstrable in Diogenes' order: either first or second; not second; therefore first","premises":[{"premise":"minor_premise(urn:stoic:test:inference, urn:stoic:test:a)","status":"TRUE_ONLY"},{"premise":"conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b)","status":"TRUE_ONLY"},{"note":"зависит от несвязанной переменной","premise":"is_exclusive_disjunction(urn:stoic:test:both, urn:stoic:test:b, v3)","status":"DEPENDS"},{"note":"зависит от несвязанной переменной","premise":"is_negation_of(urn:stoic:test:a, v3)","status":"DEPENDS"},{"premise":"major_premise(urn:stoic:test:inference, urn:stoic:test:both)","status":"TRUE_ONLY"}],"rule":"FifthIndemonstrableDiogenes"},{"anchors":["urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_158","urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_162"],"computedHead":false,"label":"fifth indemonstrable in Sextus' order: either first or second; not first; therefore second","premises":[{"premise":"minor_premise(urn:stoic:test:inference, urn:stoic:test:a)","status":"TRUE_ONLY"},{"note":"зависит от несвязанной переменной","premise":"is_exclusive_disjunction(urn:stoic:test:both, v2, urn:stoic:test:b)","status":"DEPENDS"},{"premise":"conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b)","status":"TRUE_ONLY"},{"premise":"major_premise(urn:stoic:test:inference, urn:stoic:test:both)","status":"TRUE_ONLY"},{"note":"зависит от несвязанной переменной","premise":"is_negation_of(urn:stoic:test:a, v2)","status":"DEPENDS"}],"rule":"FifthIndemonstrableSextus"},{"anchors":["urn:grc:stoici:clir:indemonstrabilia#DL_7_80","urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_159"],"computedHead":false,"label":"first indemonstrable: if the first then the second; the first; therefore the second","premises":[{"premise":"conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b)","status":"TRUE_ONLY"},{"premise":"major_premise(urn:stoic:test:inference, urn:stoic:test:both)","status":"TRUE_ONLY"},{"premise":"is_conditional(urn:stoic:test:both, urn:stoic:test:a, urn:stoic:test:b)","status":"NEITHER"},{"premise":"minor_premise(urn:stoic:test:inference, 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(§93.2)\",\"id\":\"urn:result:constraint:FiveIndemonstrablesExhaustive:d35b6427b75c7a5e:input:1\",\"kind\":\"fact\",\"relatedNode\":\"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion\"}],\"normativeStatus\":\"UNDETERMINED\",\"normativeStatusSupports\":[],\"proof\":\"urn:proof:constraint:FiveIndemonstrablesExhaustive:fb99d619341931c30aefc09564172a20a1548bc47831bd86ddee874c5414f61d\",\"query\":\"urn:query:mcp\",\"resultKind\":\"CONSTRAINT\",\"sourceAnchors\":[],\"target\":\"urn:grc:stoici:clir:indemonstrabilia#FiveIndemonstrablesExhaustive\",\"triggerStatus\":\"SATISFIED\",\"truthStatus\":\"NEITHER\"}],\"schemaVersion\":\"law.core.evaluation/0.2\"}","evaluationSha256":"sha256:53f9420179eae4b439dd1777719bdb7183bd3316671551341bf229b9a4d6892f","request":{"case":{"assertions":[{"contentHash":"sha256:0000000000000000000000000000000000000000000000000000000000000000","evidence":[],"id":"urn:mcp:case#fact-1","kind":"assertion","literal":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:both","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#major_premise"},"origin":"case_input","package":"urn:grc:stoici:clir:indemonstrabilia"},{"contentHash":"sha256:0000000000000000000000000000000000000000000000000000000000000000","evidence":[],"id":"urn:mcp:case#fact-2","kind":"assertion","literal":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:a","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#minor_premise"},"origin":"case_input","package":"urn:grc:stoici:clir:indemonstrabilia"},{"contentHash":"sha256:0000000000000000000000000000000000000000000000000000000000000000","evidence":[],"id":"urn:mcp:case#fact-3","kind":"assertion","literal":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:b","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested"},"origin":"case_input","package":"urn:grc:stoici:clir:indemonstrabilia"},{"contentHash":"sha256:0000000000000000000000000000000000000000000000000000000000000000","evidence":[],"id":"urn:mcp:case#fact-4","kind":"assertion","literal":{"args":[{"id":"urn:stoic:test:both","kind":"entity_ref"},{"id":"urn:stoic:test:a","kind":"entity_ref"},{"id":"urn:stoic:test:b","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#is_conjunction"},"origin":"case_input","package":"urn:grc:stoici:clir:indemonstrabilia"}],"context":{"decisionTime":"0001-01-01T12:00:00+05:00","knowledgeTime":"0001-01-01T12:00:00+05:00","legalTime":"0001-01-01","timezone":"Asia/Qyzylorda"},"options":{"selectedInterpretations":["urn:grc:stoici:clir:indemonstrabilia#DiogenesFifthReading"]}},"ir":{"irSha256":"sha256:fe74cc4cf1cf095d9cbe414d6980569afdb8644cd13f23c0b1cf46a32f6e4176","kind":"world_ref","nodeCount":36,"packages":[{"artifactHash":"sha256:b418b3116ecb48441412cb51484854ec4e1694f79e57b5479592cb1ab6a60e74","namespace":"urn:grc:stoici:clir:indemonstrabilia","package":"grc-stoic-indemonstrables","semanticHash":"sha256:af1c08b281761cca9feb1539e6f9a3cd3e994853be9ee36a1909ab2350f8c7b2"}],"programHash":"sha256:e2f4a762812ed3108f558e351eeaeff0a8aef1e08bb356e1e5c93d7c300833b4"},"query":{"kind":"truth","literal":{"args":[{"id":"urn:stoic:test:inference","kind":"entity_ref"},{"id":"urn:stoic:test:b","kind":"entity_ref"}],"kind":"literal","polarity":"positive","predicate":"urn:grc:stoici:clir:indemonstrabilia#licensed_conclusion"},"queryId":"urn:query:mcp"},"schemaVersion":"law.core.evaluation-request/0.2","semanticVersion":"0.2"},"requestCanonicalSha256":"sha256:94ea67d31a5cdcf7b9a22170dde95b7d05c77f947170b997da8c75621edd8d67"},"id":"calc-7","kind":"truth","label":"Большая посылка не того вида: конъюнкция вместо условия","presentation":{"blockers":{"whyNot":[{"anchors":["urn:grc:stoici:clir:indemonstrabilia#DL_7_81"],"label":"fifth indemonstrable in Diogenes' order: either first or second; not second; therefore first","premises":[{"args":["urn:stoic:test:inference","urn:stoic:test:a"],"predicate":"minor_premise","predicateId":"urn:grc:stoici:clir:indemonstrabilia#minor_premise","status":"TRUE_ONLY","text":"minor_premise(urn:stoic:test:inference, urn:stoic:test:a)"},{"args":["urn:stoic:test:inference","urn:stoic:test:b"],"predicate":"conclusion_requested","predicateId":"urn:grc:stoici:clir:indemonstrabilia#conclusion_requested","status":"TRUE_ONLY","text":"conclusion_requested(urn:stoic:test:inference, 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80"},{"language":"ru","status":"translation","text":"параграф 80"}],"locator":"section/80","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:50b37e93df0ac0157da42a9fabee6d3ac1847ce220f62fbe25ba439e3455391e","language":"en","status":"official","text":"The first kind of indemonstrable statement is that in which the whole argument is constructed of a hypothetical proposition and the clause with which the hypothetical proposition begins, while the final clause is the conclusion; as e.g. If the first, then the second; but the first is, therefore the second is. The second is that which employs a hypothetical proposition and the contradictory of the consequent, while the conclusion is the contradictory of the antecedent; e.g. If it is day, it is light; but it is night, therefore it is not day. Here the minor premiss is the contradictory of the consequent; the conclusion the contradictory of the antecedent. The third kind of indemonstrable employs a conjunction of negative propositions for major premiss and one of the conjoined propositions for minor premiss, concluding thence the contradictory of the remaining proposition; e.g. It is not the case that Plato is both dead and alive; but he is dead, therefore Plato is not alive."}]},{"contentHash":"sha256:3d16e36b0b5aa88f59df14fd26d52897ccd1ce4eb07a607ca1ebed3cc840d33f","edition":"urn:grc:stoici:clir:indemonstrabilia#DIOGENES_HICKS_1925","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#DL_7_81","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 81"},{"language":"ru","status":"translation","text":"параграф 81"}],"locator":"section/81","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:e948fdfd32767578ab45d5e52cca4fa599d23e0d6a94b284db26f6165f83def6","language":"en","status":"official","text":"The fourth kind employs a disjunctive proposition and one of the two alternatives in the disjunction as premisses, and its conclusion is the contradictory of the other alternative; e.g. Either A or B; but A is, therefore B is not. The fifth kind is that in which the argument as a whole is constructed of a disjunctive proposition and the contradictory of one of the alternatives in the disjunction, its conclusion being the other alternative; e.g. Either it is day or it is night; but it is not night, therefore it is day. From a truth a truth follows, according to the Stoics, as e.g. It is light from It is day; and from a falsehood a falsehood, as It is dark from It is night, if this latter be untrue. Also a truth may follow from a falsehood; e.g. from The earth flies will follow The earth exists; whereas from a truth no falsehood will follow, for from the existence of the earth it does not follow that the earth flies aloft."}]},{"contentHash":"sha256:646f89a238207d1e78cf9eff6b550ba966166073c845c7414522cd200fa3375b","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_157","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 157"},{"language":"ru","status":"translation","text":"параграф 157"}],"locator":"section/157","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:67d1f6c31637cf2aef4cd557f4fd92823d8c80df41ad46afd9586c7ddf1330ca","language":"en","status":"official","text":"Now there are, in their imaginings, many non-demonstrable arguments, but the five which they chiefly propound, and to which all the rest can, it seems, be referred, are these. The first is that which deduces the consequent from the major premiss and the antecedent, as for example ‟If it is day, it is light; but in fact it is day; therefore it is light.” The second is that which deduces the opposite of the antecedent from the major premiss and the opposite of the consequent, as for example ‟If it is day, it is light; but it is not light; therefore it is not day.”"}]},{"contentHash":"sha256:ebdb0696dfd86b75b48b3bb51ec7957871a45e0e85189a387526dcb4c7886dc8","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_158","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 158"},{"language":"ru","status":"translation","text":"параграф 158"}],"locator":"section/158","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a113b8f43db27914202dd7a426d88897b22bec6aeadd78f5fe13e9fb356262fe","language":"en","status":"official","text":"The third deduces from the negation of a coupled premiss and the affirmation of one of its clauses the opposite of the other clause, as for example ‟It is not both night and day; but it is day; therefore it is not night.” The fourth deduces from a disjunctive premiss and one of its alternative clauses the opposite of the other, as for example ‟Either it is day or it is night; but it is day; therefore it is not night.” The fifth deduces from a disjunctive premiss and the opposite of one of its clauses the other clause, as for example ‟Either it is day or it is night; but it is not night; therefore it is day.”"}]},{"contentHash":"sha256:b2f9aa061a998545e8a3cd5e54933caa0e68ccde75e2c2e5e45acc8c7bac3476","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_159","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 159"},{"language":"ru","status":"translation","text":"параграф 159"}],"locator":"section/159","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:50b0bc3d16cc9766128fef647d35e380cb0427fce3a64a3f33b5b342548e0f21","language":"en","status":"official","text":"These, then, are the much talked of non-demonstrable arguments, but they all seem to me to be inconclusive through redundancy. Thus for instance, to begin with the first, either it is agreed, or else it is non-evident, that in the major premiss ‟If it is day, it is light,” the clause ‟it is light” follows from its antecedent ‟it is day.” But if this is non-evident, we shall not grant the major premiss as agreed; if, however, it is pre-evident that if the clause ‟it is day” be true, the clause ‟it is light” will necessarily be true also, then, once we have asserted that ‟it is day,” the statement ‟it is light” is also inferred, so that an argument in the form ‟It is day, therefore it is light” is sufficient, and the major premiss ‟If it is day, it is light” is redundant."}]},{"contentHash":"sha256:a8053d1d777a092a16334c43287e4503e19b1ab419b2615a6c3839b33f0142ab","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_160","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 160"},{"language":"ru","status":"translation","text":"параграф 160"}],"locator":"section/160","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:ddfb72643bc05139ee489b6d40d2a6d36ca8b0fa46f3e0c71bc1ddebf64f0004","language":"en","status":"official","text":"And in the case of the second non-demonstrable argument we make a similar objection. For it is either possible or impossible for the antecedent to be true when the consequent is not true. But if this is possible, the major premiss will not be valid; while if it is impossible, at the moment of positing ‟Not the consequent” we posit also ‟Not the antecedent,” and the major premiss is redundant once again, the argument propounded being ‟It is not light, therefore it is not day.”"}]},{"contentHash":"sha256:a8c3cee18f532dc346cde57a419dba10cdc32ee93cd5063f32597ed2bb882b1d","edition":"urn:grc:stoici:clir:indemonstrabilia#SEXTUS_BURY_1933","fragmentKind":"section","id":"urn:grc:stoici:clir:indemonstrabilia#SE_PH_2_162","kind":"fragment","labels":[{"language":"en","status":"official","text":"Section 162"},{"language":"ru","status":"translation","text":"параграф 162"}],"locator":"section/162","package":"urn:grc:stoici:clir:indemonstrabilia","texts":[{"contentHash":"sha256:a319b5fc56ffb8add8f1fd6fcf14285668b267681184d82f042970af6e967f31","language":"en","status":"official","text":"And we deal in like manner with the fourth non-demonstrable argument and the fifth. For either it is pre-evident or it is non-evident that in the disjunctive premiss one clause is true, the other false, in complete contradiction, as the disjunctive proclaims. And if this is non-evident, we shall not grant the disjunctive; but if it is pre-evident, if one of its clauses be affirmed it is apparent that the other is not true, and if one is negated it is pre-evident that the other is true, so that it is sufficient to frame the argument thus—‟It is day, therefore it is not night,” or ‟It is not day, therefore it is night;” and the disjunctive premiss is redundant."}]}],"text":"licensed_conclusion: **NEITHER** — НЕ УСТАНОВЛЕНО: в формализованном праве нет ни подтверждения, ни опровержения (открытый мир §69) — это не «нет»\nПравило «fifth indemonstrable in Diogenes' order: either first or second; not second; therefore first» вывело бы это при посылках:\n    ✓ minor_premise(urn:stoic:test:inference, urn:stoic:test:a) — TRUE_ONLY\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    · is_exclusive_disjunction(urn:stoic:test:both, urn:stoic:test:b, v3) — DEPENDS\n    · is_negation_of(urn:stoic:test:a, v3) — DEPENDS\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:both) — TRUE_ONLY\nПравило «fifth indemonstrable in Sextus' order: either first or second; not first; therefore second» вывело бы это при посылках:\n    ✓ minor_premise(urn:stoic:test:inference, urn:stoic:test:a) — TRUE_ONLY\n    · is_exclusive_disjunction(urn:stoic:test:both, v2, urn:stoic:test:b) — DEPENDS\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:both) — TRUE_ONLY\n    · is_negation_of(urn:stoic:test:a, v2) — DEPENDS\nПравило «first indemonstrable: if the first then the second; the first; therefore the second» вывело бы это при посылках:\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:both) — TRUE_ONLY\n    ? is_conditional(urn:stoic:test:both, urn:stoic:test:a, urn:stoic:test:b) — NEITHER\n    ✓ minor_premise(urn:stoic:test:inference, urn:stoic:test:a) — TRUE_ONLY\nПравило «fourth indemonstrable: either the first or the second; the first; therefore not the second» вывело бы это при посылках:\n    ? is_exclusive_disjunction(urn:stoic:test:both, urn:stoic:test:a, urn:stoic:test:b) — NEITHER\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:both) — TRUE_ONLY\n    ✓ minor_premise(urn:stoic:test:inference, urn:stoic:test:a) — TRUE_ONLY\nПравило «second indemonstrable: if the first then the second; not the second; therefore not the first» вывело бы это при посылках:\n    ✓ minor_premise(urn:stoic:test:inference, urn:stoic:test:a) — TRUE_ONLY\n    ✓ conclusion_requested(urn:stoic:test:inference, urn:stoic:test:b) — TRUE_ONLY\n    · is_negation_of(urn:stoic:test:a, v3) — DEPENDS\n    ✓ major_premise(urn:stoic:test:inference, urn:stoic:test:both) — TRUE_ONLY\n    · is_conditional(urn:stoic:test:both, urn:stoic:test:b, v3) — DEPENDS\n(? — факт не подан и не выведен; ✗ — установлено обратное)\nПолные правила с посылками: law_rules({\"predicate\": \"licensed_conclusion\"})\nПраво (вне юрисдикции государства): Пять стоических индемонстраблей по Диогену Лаэртскому и Сексту Эмпирику — доктрина — EXECUTABLE 3 §33.1 (programHash sha256:e2f4a762812e…)\nproof-граф: 4 узлов — поле evaluation готово для law_explain"}],"language":"ru","question":{"origin":"user","text":"Пять стоических недоказуемых умозаключений: что дозволено вывести из условной, отрицательной и разделительной посылок, и почему пятый способ читается у Диогена Лаэртского и Секста Эмпирика по-разному?"},"schemaVersion":"law.answers.document/0.1"}