intertemporal macroeconomics costas azariadis pdf 33 new

Ïîìíèòå î Áîãå!

Using the Lagrangian multiplier method or dynamic programming, solving this optimization problem yields the famous :

3.1. The Ramsey–Cass–Koopmans (RCK) model

Hi everyone,

Analyzes what happens when classical assumptions fail, incorporating incomplete markets, asymmetric information, and borrowing constraints. Finding Legitimate Educational Resources

Key highlights near section/page 33 often include:

Can serve as a store of value that resolves generational friction Typically features a unique, stable saddle-path equilibrium

How rational expectations shape economic outcomes and how systems evolve towards steady states [1]. Why the "33" (Comprehensive) Framework Matters

The book's approach is its defining feature. It provides a single, coherent framework—the intertemporal general equilibrium model—for analyzing a wide range of phenomena, including growth, business cycles, asset pricing, and fiscal policy. This unified treatment helps students and researchers see the logical connections between different areas of macroeconomics.

This is the core. Users want the canonical text. The original 1993 edition is the standard, though there are later printings (e.g., 2002, 2011) with corrected errata and revised exercises.

For graduate students, researchers, and advanced undergraduates, Azariadis provides a unified, mathematically rigorous exposition of neoclassical growth, overlapping generations (OLG), and non-linear economic dynamics. This article provides a deep dive into the core themes of Azariadis' work, explores the mathematical mechanics of intertemporal choices, examines how the book shapes contemporary discussions on multiple equilibria and indeterminacy, and provides a guide for sourcing digital editions of this essential text. 1. The Core Paradigm: Time, Dynamics, and Microfoundations

Costas Azariadis is a leading figure in macroeconomic theory. He began his academic career studying chemical engineering in Athens before earning his PhD in Economics at Carnegie-Mellon University under Nobel laureates .

Firms investing in capital to maximize profit over time, balancing current costs against future productivity [1].

He is currently a Professor of Economics at Washington University in St. Louis, having previously held posts at the University of Pennsylvania and Brown University. His research focuses on , and he has published extensively in top journals. The book's foreword was written by his mentor, Robert E. Lucas Jr. , who called it "a marvelous introduction to the methods and substance... of modern macroeconomics".

Explores the quantity of money, asset price bubbles, inflationary finance, and rational expectations. Key Contributions of Costas Azariadis

Before Azariadis, intertemporal macroeconomics was largely the domain of the Ramsey-Cass-Koopmans model. While powerful, that model assumed perfect foresight and representative agents. Azariadis expanded the horizon. His Intertemporal Macroeconomics (published by Blackwell, 1993, with subsequent printings and updates) introduced students to:

Early in his career, Azariadis introduced the concept of implicit contracts in labor markets. He demonstrated why wages tend to be "sticky" or rigid even during economic downturns. His theory showed that risk-averse workers effectively enter into an unwritten insurance agreement with risk-neutral employers, securing stable wages over time in exchange for lower peak wages during economic booms. Multiple Equilibria and Poverty Traps

Traditional macroeconomics often evaluated economic policies and aggregates using contemporaneous relationships—looking at how current taxes impact current consumption, for instance. Intertemporal macroeconomics shatters this static lens. It operates on the principle that decisions made today are inextricably linked to expectations about tomorrow. Saving today dictates capital accumulation tomorrow; current fiscal deficits imply future tax burdens.

This article serves three purposes:

Intertemporal Macroeconomics Costas Azariadis Pdf 33 New

Using the Lagrangian multiplier method or dynamic programming, solving this optimization problem yields the famous :

3.1. The Ramsey–Cass–Koopmans (RCK) model

Hi everyone,

Analyzes what happens when classical assumptions fail, incorporating incomplete markets, asymmetric information, and borrowing constraints. Finding Legitimate Educational Resources

Key highlights near section/page 33 often include: intertemporal macroeconomics costas azariadis pdf 33 new

Can serve as a store of value that resolves generational friction Typically features a unique, stable saddle-path equilibrium

How rational expectations shape economic outcomes and how systems evolve towards steady states [1]. Why the "33" (Comprehensive) Framework Matters

The book's approach is its defining feature. It provides a single, coherent framework—the intertemporal general equilibrium model—for analyzing a wide range of phenomena, including growth, business cycles, asset pricing, and fiscal policy. This unified treatment helps students and researchers see the logical connections between different areas of macroeconomics.

This is the core. Users want the canonical text. The original 1993 edition is the standard, though there are later printings (e.g., 2002, 2011) with corrected errata and revised exercises. Why the "33" (Comprehensive) Framework Matters The book's

For graduate students, researchers, and advanced undergraduates, Azariadis provides a unified, mathematically rigorous exposition of neoclassical growth, overlapping generations (OLG), and non-linear economic dynamics. This article provides a deep dive into the core themes of Azariadis' work, explores the mathematical mechanics of intertemporal choices, examines how the book shapes contemporary discussions on multiple equilibria and indeterminacy, and provides a guide for sourcing digital editions of this essential text. 1. The Core Paradigm: Time, Dynamics, and Microfoundations

Costas Azariadis is a leading figure in macroeconomic theory. He began his academic career studying chemical engineering in Athens before earning his PhD in Economics at Carnegie-Mellon University under Nobel laureates .

Firms investing in capital to maximize profit over time, balancing current costs against future productivity [1].

He is currently a Professor of Economics at Washington University in St. Louis, having previously held posts at the University of Pennsylvania and Brown University. His research focuses on , and he has published extensively in top journals. The book's foreword was written by his mentor, Robert E. Lucas Jr. , who called it "a marvelous introduction to the methods and substance... of modern macroeconomics". This is the core

Explores the quantity of money, asset price bubbles, inflationary finance, and rational expectations. Key Contributions of Costas Azariadis

Before Azariadis, intertemporal macroeconomics was largely the domain of the Ramsey-Cass-Koopmans model. While powerful, that model assumed perfect foresight and representative agents. Azariadis expanded the horizon. His Intertemporal Macroeconomics (published by Blackwell, 1993, with subsequent printings and updates) introduced students to:

Early in his career, Azariadis introduced the concept of implicit contracts in labor markets. He demonstrated why wages tend to be "sticky" or rigid even during economic downturns. His theory showed that risk-averse workers effectively enter into an unwritten insurance agreement with risk-neutral employers, securing stable wages over time in exchange for lower peak wages during economic booms. Multiple Equilibria and Poverty Traps

Traditional macroeconomics often evaluated economic policies and aggregates using contemporaneous relationships—looking at how current taxes impact current consumption, for instance. Intertemporal macroeconomics shatters this static lens. It operates on the principle that decisions made today are inextricably linked to expectations about tomorrow. Saving today dictates capital accumulation tomorrow; current fiscal deficits imply future tax burdens.

This article serves three purposes:

intertemporal macroeconomics costas azariadis pdf 33 new
intertemporal macroeconomics costas azariadis pdf 33 new

"Íà ïîëå áèòâû Êóðóêøåòðà"

 òî âðåìÿ êàê àðìèè ïðîòèâíèêîâ ñòðîèëèñü â áîåâûå ïîðÿäêè, Àðäæóíà, ìîãó÷èé âîèí, ñìîòðåë íà ñâîèõ áëèçêèõ ðîäñòâåííèêîâ, ó÷èòåëåé è äðóçåé, ñòîÿùèõ ïî ðàçíûå ñòîðîíû ïîëÿ, ãîòîâûõ ñðàæàòüñÿ è ïîæåðòâîâàòü ñâîèìè æèçíÿìè. Ïåðåïîëíåííîìó ïå÷àëüþ è ñîæàëåíèåì Àðäæóíå îòêàçûâàþò ñèëû, óì åãî ñìóùåí è ðåøèìîñòü ñðàæàòüñÿ ïîêèäàåò åãî.

Èòàê, ìû ïðèñòóïàåì ê èçó÷åíèå îäíîãî èç ñàìûõ ïîïóëÿðíûõ ïðîèçâåäåíèé âîñòî÷íîé ôèëîñîôèè.

Áõàãàâàä-ãèòà íå òîëüêî îäíî èç ñàìûõ ïîïóëÿðíûõ, íî è îäíî èç ñàìûõ çàãàäî÷íûõ ïðîèçâåäåíèé ýòîãî ìèðà.

À ýòî çíà÷èò, ÷òî å¸ íàäî íå ïðîñòî ÷èòàòü, å¸ íàäî èçó÷àòü ïî îïðåäåë¸ííûì ïðàâèëàì, äåéñòâóþùèì óæå íåñêîëüêî òûñÿ÷ ëåò.

 ÷¸ì æå íåîáû÷íîñòü ýòîé êíèãè? Ìíîãèå ó÷¸íûå è ñïåöèàëèñòû ïûòàëèñü ïîíÿòü ýòîò òðàêòàò, ïîòðàòèâ íà åãî èçó÷åíèå äåñÿòêè ëåò, íî òàê è íå ïðèáëèçèëèñü ê èñòèíå íè íà îäèí øàã.

À âñ¸ äåëî â òîì, ÷òî ýòî ïðîèçâåäåíèå íîñèò ëè÷íîñòíûé õàðàêòåð, ò.å. âñòóïàåò â êîíòàêò ñ ÷èòàòåëåì, ðåàãèðóåò íà óðîâåíü åãî ñîçíàíèÿ, íà åãî ìûñëè, æåëàíèÿ è öåëè.

Áõàãàâàä-ãèòà - ýòî íå ì¸ðòâûå áóêâû, ñîñòîÿùèå èç òèïîãðàôñêîé êðàñêè, íàíåñåííûå íà îáûêíîâåííóþ áóìàãó. Ýòî òà ñàìàÿ æèâàÿ êíèãà, î êîòîðîé õîäÿò ëåãåíäû. Áõàãàâàä-ãèòà - ýòî Àáñîëþòíàÿ Èñòèíà, ïðèíÿâøàÿ ôîðìó êíèãè, è íåñóùàÿ â ñåáå âñå êà÷åñòâà Àáñîëþòíîé Èñòèíû.

È ñàìîå ãëàâíîå å¸ êà÷åñòâî - ëè÷íîñòíîñòü. Îíà ñìîòðèò íà íàñ, ÷èòàòåëåé, è äåëàåò ñâîè âûâîäû, ðåøàÿ îòêðûâàòüñÿ ëè íàì, à åñëè îòêðûâàòüñÿ, òî íàñêîëüêî. Ïîýòîìó è èçó÷åíèå ïîäîáíûõ òðàêòàòîâ áîëüøå ïîõîæå íà ïðåäàííîñòü, äðóæáó èëè ëþáîâü.


ÒÅÊÑÒ 1

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äõðòàðàøòðà óâà÷à
äõàðìà-êøåòðå êóðó-êøåòðå ñàìàâåòà éóéóòñàâàõ
ìàìàêàõ ïàíäàâàø ÷àèâà êèì àêóðâàòà ñàíäæàéà

äõðòàðàøòðàõ óâà÷à — öàðü Äõðèòàðàøòðà ñêàçàë; äõàðìà-êøåòðå — â ìåñòå ïàëîìíè÷åñòâà; êóðó-êøåòðå — â ìåñòå ïîä íàçâàíèåì Êóðóêøåòðà; ñàìàâåòàõ — ñîáðàâøèåñÿ; éóéóòñàâàõ — æåëàþùèå âñòóïèòü â áîé; ìàìàêàõ — òå, êòî íà ìîåé ñòîðîíå (ìîè ñûíîâüÿ); ïàíäàâàõ — ñûíîâüÿ Ïàíäó; ÷à — è; ýâà — áåçóñëîâíî; êèì — ÷òî; àêóðâàòà — ñäåëàëè; ñàíäæàéà — î Ñàíäæàÿ.

Äõðèòàðàøòðà ñïðîñèë: Î Ñàíäæàÿ, ÷òî ñòàëè äåëàòü ìîè ñûíîâüÿ è ñûíîâüÿ Ïàíäó, êîãäà, ãîðÿ æåëàíèåì âñòóïèòü â áîé, ñîáðàëèñü â ìåñòå ïàëîìíè÷åñòâà, íà ïîëå Êóðóêøåòðà?

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ÒÅÊÑÒ 2

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ñàíäæàéà óâà÷à
äðøòâà òó ïàíäàâàíèêàì âéóäõàì äóðéîäõàíàñ òàäà
à÷àðéàì óïàñàíãàìéà ðàäæà âà÷àíàì àáðàâèò

ñàíäæàéàõ óâà÷à — Ñàíäæàÿ ñêàçàë; äðøòâà — îñìîòðåâ; òó — íî; ïàíäàâà-àíèêàì — àðìèþ Ïàíäàâîâ; âéóäõàì — âûñòðîåííóþ â áîåâûå ïîðÿäêè; äóðéîäõàíàõ — öàðü Äóðüéîäõàíà; òàäà — òîãäà; à÷àðéàì — ê ó÷èòåëþ; óïàñàíãàìéà — ïîäîéäÿ; ðàäæà — öàðü; âà÷àíàì — ðå÷ü; àáðàâèò — ïðîèçíåñ.

Ñàíäæàÿ ñêàçàë: Îãëÿäåâ áîåâûå ïîðÿäêè àðìèè ñûíîâåé Ïàíäó, öàðü Äóðüéîäõàíà ïîäîøåë ê ñâîåìó ó÷èòåëþ è ïðîèçíåñ òàêèå ñëîâà.

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ÒÅÊÑÒ 3

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ïàøéàèòàì ïàíäó-ïóòðàíàì à÷àðéà ìàõàòèì ÷àìóì
âéóäõàì äðóïàäà-ïóòðåíà òàâà øèøéåíà äõèìàòà

ïàøéà — âçãëÿíè; ýòàì — íà ýòó; ïàíäó-ïóòðàíàì — ñûíîâåé Ïàíäó; à÷àðéà — î ó÷èòåëü; ìàõàòèì — îãðîìíóþ; ÷àìóì — àðìèþ; âéóäõàì — ïîñòðîåííóþ; äðóïàäà-ïóòðåíà — ñûíîì Äðóïàäû; òàâà — òâîèì; øèøéåíà — ó÷åíèêîì; äõè-ìàòà — ìóäðûì.

Âçãëÿíè, î ó÷èòåëü, íà îãðîìíóþ àðìèþ ñûíîâåé Ïàíäó, êîòîðóþ òàê èñêóñíî âûñòðîèë òâîé îäàðåííûé ó÷åíèê, ñûí Äðóïàäû.

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ÒÅÊÑÒ 4

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àòðà øóðà ìàõåøâ-àñà áõèìàðäæóíà-ñàìà éóäõè
éóéóäõàíî âèðàòàø ÷à äðóïàäàø ÷à ìàõà-ðàòõàõ

àòðà — çäåñü; øóðàõ — ãåðîè; ìàõà-èøó-àñàõ — ìåòêèå ëó÷íèêè; áõèìà-àðäæóíà — Áõèìå è Àðäæóíå; ñàìàõ — ðàâíûå; éóäõè — â áîþ; éóéóäõàíàõ — Þþäõàíà; âèðàòàõ — Âèðàòà; ÷à — òàêæå; äðóïàäàõ — Äðóïàäà; ÷à — òàêæå; ìàõà-ðàòõàõ — âåëèêèé âîèí.

 ýòîé àðìèè ìíîãî îòâàæíûõ ëó÷íèêîâ, êîòîðûå íå óñòóïàþò â áîþ Áõèìå è Àðäæóíå. Ñðåäè íèõ òàêèå âåëèêèå âîèíû, êàê Þþäõàíà, Âèðàòà è Äðóïàäà.

ÒÅÊÑÒ 5

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äõðøòàêåòóø ÷åêèòàíàõ êàøèðàäæàø ÷à âèðéàâàí
ïóðóäæèò êóíòèáõîäæàø ÷à øàèáéàø ÷à íàðà-ïóíãàâàõ

äõðøòàêåòóõ — Äõðèøòàêåòó; ÷åêèòàíàõ — ×åêèòàíà; êàøèðàäæàõ — Êàøèðàäæà; ÷à — è; âèðéà-âàí — ìîãó÷èé; ïóðóäæèò — Ïóðóäæèò; êóíòèáõîäæàõ — Êóíòèáõîäæà; ÷à — è; øàèáéàõ — Øàéáüÿ; ÷à — è; íàðà-ïóíãàâàõ — ãåðîé ñðåäè ëþäåé.

Íà èõ ñòîðîíå âåëèêèå, õðàáðûå è ìîãó÷èå âîèíû Äõðèøòàêåòó, ×åêèòàíà, Êàøèðàäæà, Ïóðóäæèò, Êóíòèáõîäæà è Øàéáüÿ.

ÒÅÊÑÒ 6

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éóäõàìàíéóø ÷à âèêðàíòà óòòàìàóäæàø ÷à âèðéàâàí
ñàóáõàäðî äðàóïàäåéàø ÷à ñàðâà ýâà ìàõà-ðàòõàõ

éóäõàìàíéóõ — Þäõàìàíüþ; ÷à — è; âèêðàíòàõ — ìîãó÷èé; óòòàìàóäæàõ — Óòòàìàóäæà; ÷à — è; âèðéà-âàí — îáëàäàþùèé íåîáûêíîâåííîé ñèëîé; ñàóáõàäðàõ — ñûí Ñóáõàäðû; äðàóïàäåéàõ — ñûíîâüÿ Äðàóïàäè; ÷à — è; ñàðâå — âñå; ýâà — áåçóñëîâíî; ìàõà-ðàòõàõ — âåëèêèå âîèíû, ñðàæàþùèåñÿ íà êîëåñíèöàõ.

Ñ íèìè ìîãó÷èé Þäõàìàíüþ, ãðîçíûé Óòòàìàóäæà, à òàêæå ñûí Ñóáõàäðû è ñûíîâüÿ Äðàóïàäè. Âñå îíè âåëèêèå âîèíû, âëàäåþùèå èñêóññòâîì áîÿ íà êîëåñíèöàõ.

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ÒÅÊÑÒ 7

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àñìàêàì òó âèøèøòà éå òàí íèáîäõà äâèäæîòòàìà
íàéàêà ìàìà ñàèíéàñéà ñàìäæíàðòõàì òàí áðàâèìè òå

àñìàêàì — íàøè; òó — íî; âèøèøòàõ — íåîáûêíîâåííî ìîãóùåñòâåííûå; éå — êîòîðûå; òàí — èõ; íèáîäõà — óçíàé æå; äâèäæà-óòòàìà — î ëó÷øèé èç áðàõìàíîâ; íàéàêàõ — âîåíà÷àëüíèêè; ìàìà — ìîè; ñàèíéàñéà — âîéñêà; ñàìäæíà-àðòõàì — ê ñâåäåíèþ; òàí — èõ; áðàâèìè — íàçûâàþ; òå — òåáå.

À òåïåðü, î ëó÷øèé èç áðàõìàíîâ, óçíàé îò ìåíÿ î âûäàþùèõñÿ âîåíà÷àëüíèêàõ, êîòîðûå ïîâåäóò â áîé ìîþ àðìèþ.

ÒÅÊÑÒ 8

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áõàâàí áõèøìàø ÷à êàðíàø ÷à êðïàø ÷à ñàìèòèì-äæàéàõ
àøâàòòõàìà âèêàðíàø ÷à ñàóìàäàòòèñ òàòõàèâà ÷à

áõàâàí — òû (äîñòî÷òèìûé); áõèøìàõ — Áõèøìà; ÷à — è; êàðíàõ — Êàðíà; ÷à — è; êðïàõ — Êðèïà; ÷à — è; ñàìèòèì-äæàéàõ — ïîáåæäàþùèé; àøâàòòõàìà — Àøâàòòõàìà; âèêàðíàõ — Âèêàðíà; ÷à — à òàêæå; ñàóìàäàòòèõ — ñûí Ñîìàäàòòû; òàòõà — òàêæå; ýâà — êîíå÷íî; ÷à — è.

Ñðåäè íèõ òàêèå íåïîáåäèìûå âîèíû, êàê òû ñàì, Áõèøìà, Êàðíà, Êðèïà, Àøâàòòõàìà, Âèêàðíà è ñûí Ñîìàäàòòû ïî èìåíè Áõóðèøðàâà.

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ÒÅÊÑÒ 9

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àíéå ÷à áàõàâàõ øóðà ìàä-àðòõå òéàêòà-äæèâèòàõ
íàíà-øàñòðà-ïðàõàðàíàõ ñàðâå éóääõà-âèøàðàäàõ

àíéå — äðóãèå; ÷à — òàêæå; áàõàâàõ — ìíîãèå; øóðàõ — ãåðîè; ìàò-àðòõå — çà ìåíÿ; òéàêòà-äæèâèòàõ — ãîòîâûå îòäàòü æèçíü; íàíà — ìíîãèìè; øàñòðà — âèäàìè îðóæèÿ; ïðàõàðàíàõ — âîîðóæåííûå; ñàðâå — âñå; éóääõà-âèøàðàäàõ — îïûòíûå â âîåííîì äåëå.

 íàøèõ ðÿäàõ ìíîãî äðóãèõ ãåðîåâ, ãîòîâûõ îòäàòü çà ìåíÿ ñâîþ æèçíü. Âñå îíè âëàäåþò ðàçíîîáðàçíûìè âèäàìè îðóæèÿ è îïûòíû â âåäåíèè áîÿ.

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ÒÅÊÑÒ 10

intertemporal macroeconomics costas azariadis pdf 33 new

àïàðéàïòàì òàä àñìàêàì áàëàì áõèøìàáõèðàêøèòàì
ïàðéàïòàì òâ èäàì ýòåøàì áàëàì áõèìàáõèðàêøèòàì

àïàðéàïòàì — íåèçìåðèìà; òàò — òà; àñìàêàì — íàøà; áàëàì — ñèëà; áõèøìà — Áõèøìîé; àáõèðàêøèòàì — íàäåæíî çàùèùåííàÿ; ïàðéàïòàì — îãðàíè÷åíà; òó — íî; èäàì — ýòà; ýòåøàì — (ýòèõ) Ïàíäàâîâ; áàëàì — ñèëà; áõèìà — Áõèìîé; àáõèðàêøèòàì — õîðîøî çàùèùåííàÿ.

Íàøè ñèëû íåèçìåðèìû, à íàøà àðìèÿ íàäåæíî çàùèùåíà äåäîì Áõèøìîé, òîãäà êàê ñèëû Ïàíäàâîâ, êîòîðûå òùàòåëüíî îáîðîíÿåò Áõèìà, îãðàíè÷åííû.

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ÒÅÊÑÒ 11

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àéàíåøó ÷à ñàðâåøó éàòõà-áõàãàì àâàñòõèòàõ
áõèøìàì ýâàáõèðàêøàíòó áõàâàíòàõ ñàðâà ýâà õè

àéàíåøó — íà ñòðàòåãè÷åñêèõ ïîçèöèÿõ; ÷à — òàêæå; ñàðâåøó — íà âñåõ; éàòõà-áõàãàì — ðàçäåëüíî; àâàñòõèòàõ — íàõîäÿùèåñÿ; áõèøìàì — Áõèøìå; ýâà — áåçóñëîâíî; àáõèðàêøàíòó — ïóñòü îêàçûâàþò ïîääåðæêó; áõàâàíòàõ — âû (äîñòî÷òèìûå); ñàðâå — âñå; ýâà õè — îáÿçàòåëüíî.

Êàæäûé èç âàñ, çàùèùàÿ ñâîè ïîçèöèè â áîåâûõ ïîðÿäêàõ, äîëæåí îêàçûâàòü âñåìåðíóþ ïîääåðæêó Áõèøìå.

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ÒÅÊÑÒ 12

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òàñéà ñàíäæàíàéàí õàðøàì êóðó-âðääõàõ ïèòàìàõàõ
ñèìõà-íàäàì âèíàäéî÷÷àèõ øàíêõàì äàäõìàó ïðàòàïàâàí

òàñéà — åãî; ñàíäæàíàéàí — óñèëèâàþùèé; õàðøàì — ðàäîñòü; êóðó-âðääõàõ — ñòàðåéøèíà ðîäà Êóðó (Áõèøìà); ïèòàìàõàõ — äåä; ñèìõà-íàäàì — ðàñêàòèñòûé çâóê, ïîäîáíûé ðû÷àíèþ ëüâà; âèíàäéà — èçäàâ; ó÷÷àèõ — î÷åíü ãðîìêî; øàíêõàì — â ðàêîâèíó; äàäõìàó — ïðîòðóáèë; ïðàòàïà-âàí — äîáëåñòíûé.

Òîãäà Áõèøìà, äîáëåñòíûé ñòàðåéøèíà ðîäà Êóðó, ñàìûé ïî÷òåííûé èç ñîáðàâøèõñÿ íà Êóðóêøåòðå âîèíîâ, ãðîìêî çàòðóáèë â ñâîþ ðàêîâèíó, è åå çâóê, ïîäîáíûé ëüâèíîìó ðûêó, íàïîëíèë ðàäîñòüþ ñåðäöå Äóðüéîäõàíû.

ÒÅÊÑÒ 13

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òàòàõ øàíêõàø ÷à áõåðéàø ÷à ïàíàâàíàêà-ãîìóêõàõ
ñàõàñàèâàáõéàõàíéàíòà ñà øàáäàñ òóìóëî 'áõàâàò

òàòàõ — çàòåì; øàíêõàõ — ðàêîâèíû; ÷à — òàêæå; áõåðéàõ — áîëüøèå áàðàáàíû; ÷à — è; ïàíàâà-àíàêà — ìàëåíüêèå áàðàáàíû è ëèòàâðû; ãî-ìóêõàõ — è ðîæêè; ñàõàñà — íåîæèäàííî; ýâà — áåçóñëîâíî; àáõéàõàíéàíòà — îäíîâðåìåííî çàçâó÷àëè; ñàõ — ýòîò; øàáäàõ — çâóê; òóìóëàõ — ãðîìîïîäîáíûé; àáõàâàò — áûë.

Âòîðÿ åìó, ðàçîì çàçâó÷àëè ðàêîâèíû, áàðàáàíû, òðóáû, ãîðíû è ðîæêè, íàïîëíèâ âîçäóõ ãðîìîïîäîáíûì ãóëîì.

ÒÅÊÑÒ 14

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òàòàõ øâåòàèð õàéàèð éóêòå ìàõàòè ñéàíäàíå ñòõèòàó
ìàäõàâàõ ïàíäàâàø ÷àèâà äèâéàó øàíêõàó ïðàäàäõìàòóõ

òàòàõ — çàòåì; øâåòàèõ — áåëûìè; õàéàèõ — ëîøàäüìè; éóêòå — íà çàïðÿæåííîé; ìàõàòè — íà âåëèêîëåïíîé; ñéàíäàíå — íà êîëåñíèöå; ñòõèòàó — íàõîäèâøèåñÿ; ìàäõàâàõ — Êðèøíà (ñóïðóã áîãèíè óäà÷è); ïàíäàâàõ — ñûí Ïàíäó (Àðäæóíà); ÷à — òàêæå; ýâà — áåçóñëîâíî; äèâéàó — â áîæåñòâåííûå; øàíêõàó — ðàêîâèíû; ïðàäàäõìàòóõ — ïîäóëè.

Òîãäà íà äðóãîé ñòîðîíå Ãîñïîäü Êðèøíà è Àðäæóíà, ñòîÿâøèå íà âåëèêîëåïíîé êîëåñíèöå, çàïðÿæåííîé áåëûìè ëîøàäüìè, çàòðóáèëè â ñâîè áîæåñòâåííûå ðàêîâèíû.

ÒÅÊÑÒ 15

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ïàí÷àäæàíéàì õðøèêåøî äåâàäàòòàì äõàíàíäæàéàõ
ïàóíäðàì äàäõìàó ìàõà-øàíêõàì áõèìà-êàðìà âðêîäàðàõ

ïàí÷àäæàíéàì — â ðàêîâèíó, íàçûâàåìóþ Ïàí÷àäæàíüåé; õðøèêà-èøàõ — Õðèøèêåøà (Ãîñïîäü Êðèøíà, ïîâåëåâàþùèé ÷óâñòâàìè Ñâîèõ ïðåäàííûõ); äåâàäàòòàì — â ðàêîâèíó, íàçûâàåìóþ Äåâàäàòòîé; äõàíàì-äæàéàõ — Äõàíàíäæàÿ (Àðäæóíà, çàâîåâàòåëü áîãàòñòâ); ïàóíäðàì — â ðàêîâèíó, íàçûâàåìóþ Ïàóíäðîé; äàäõìàó — ïîäóë; ìàõà-øàíêõàì — â îãðîìíóþ ðàêîâèíó; áõèìà-êàðìà — ñîâåðøàþùèé áîãàòûðñêèå ïîäâèãè; âðêà-óäàðàõ — íåíàñûòíûé åäîê (Áõèìà).

Ãîñïîäü Êðèøíà çàòðóáèë â Ñâîþ ðàêîâèíó Ïàí÷àäæàíüþ, à Àðäæóíà — â ñâîþ, Äåâàäàòòó; íåíàñûòíûé Áõèìà, ñëàâíûé ñâîèìè áîãàòûðñêèìè ïîäâèãàìè, çàòðóáèë â ñâîþ îãðîìíóþ ðàêîâèíó Ïàóíäðó.

ÒÅÊÑÒÛ 16–18

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àíàíòàâèäæàéàì ðàäæà êóíòè-ïóòðî éóäõèøòõèðàõ
íàêóëàõ ñàõàäåâàø ÷à ñóãõîøà-ìàíèïóøïàêàó

êàøéàø ÷à ïàðàìåøâ-àñàõ øèêõàíäè ÷à ìàõà-ðàòõàõ
äõðøòàäéóìíî âèðàòàø ÷à ñàòéàêèø ÷àïàðàäæèòàõ

äðóïàäî äðàóïàäåéàø ÷à ñàðâàøàõ ïðòõèâè-ïàòå
ñàóáõàäðàø ÷à ìàõà-áàõóõ øàíêõàí äàäõìóõ ïðòõàê ïðòõàê

àíàíòà-âèäæàéàì — â ðàêîâèíó Àíàíòàâèäæàþ; ðàäæà — öàðü; êóíòè-ïóòðàõ — ñûí Êóíòè; éóäõèøòõèðàõ — Þäõèøòõèðà; íàêóëàõ — Íàêóëà; ñàõàäåâàõ — Ñàõàäåâà; ÷à — è; ñóãõîøà-ìàíèïóøïàêàó — â ðàêîâèíû Ñóãõîøó è Ìàíèïóøïàêó; êàøéàõ — öàðü Êàøè (Âàðàíàñè); ÷à — è; ïàðàìà-èøó-àñàõ — âåëèêèé ëó÷íèê; øèêõàíäè — Øèêõàíäè; ÷à — òàêæå; ìàõà-ðàòõàõ — òîò, êòî ìîæåò â îäèíî÷êó ñðàæàòüñÿ ñ òûñÿ÷àìè âîèíîâ; äõðøòàäéóìíàõ — Äõðèøòàäüþìíà (ñûí öàðÿ Äðóïàäû); âèðàòàõ — Âèðàòà (öàðü, äàâøèé ïðèþò Ïàíäàâàì, êîãäà îíè âûíóæäåíû áûëè ñêðûâàòüñÿ); ÷à — òàêæå; ñàòéàêèõ — Ñàòüÿêè (äðóãîå èìÿ Þþäõàíû, êîëåñíè÷åãî Ãîñïîäà Êðèøíû); ÷à — è; àïàðàäæèòàõ — íåïîáåäèìûé; äðóïàäàõ — Äðóïàäà, öàðü Ïàí÷àëû; äðàóïàäåéàõ — ñûíîâüÿ Äðàóïàäè; ÷à — òàêæå; ñàðâàøàõ — âñþäó; ïðòõèâè-ïàòå — î öàðü; ñàóáõäðàõ — Àáõèìàíüþ, ñûí Ñóáõàäðû; ÷à — òàêæå; ìàõà-áàõóõ — ìîãó÷åðóêèé; øàíêõàí — â ðàêîâèíû; äàäõìóõ — çàòðóáèëè; ïðòõàê ïðòõàê — êàæäûé â îòäåëüíîñòè.

Öàðü Þäõèøòõèðà, ñûí Êóíòè, çàòðóáèë â ñâîþ ðàêîâèíó Àíàíòàâèäæàþ, à Íàêóëà è Ñàõàäåâà — â ðàêîâèíû Ñóãõîøó è Ìàíèïóøïàêó. Âåëèêèé ëó÷íèê öàðü Êàøè, âåëèêèé âîèí Øèêõàíäè, Äõðèøòàäüþìíà, Âèðàòà, íåïîáåäèìûé Ñàòüÿêè, Äðóïàäà, ñûíîâüÿ Äðàóïàäè è äðóãèå âîèíû, òàêèå, êàê ìîãó÷åðóêèé ñûí Ñóáõàäðû, î ãîñóäàðü, òîæå çàòðóáèëè êàæäûé â ñâîþ ðàêîâèíó.

ÒÅÊÑÒ 19

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ñà ãõîøî äõàðòàðàøòðàíàì õðäàéàíè âéàäàðàéàò
íàáõàø ÷à ïðòõèâèì ÷àèâà òóìóëî 'áõéàíóíàäàéàí

ñàõ — òîò; ãõîøàõ — çâóê; äõàðòàðàøòðàíàì — ñûíîâåé Äõðèòàðàøòðû; õðäàéàíè — ñåðäöà; âéàäàðàéàò — çàñòàâèë ñîäðîãíóòüñÿ; íàáõàõ — íåáî; ÷à — òàêæå; ïðòõèâèì — ïîâåðõíîñòü çåìëè; ÷à — òàêæå; ýâà — áåçóñëîâíî; òóìóëàõ — ãðîìîïîäîáíûé; àáõéàíóíàäàéàí — îãëàøàþùèé.

Ãðîìîâûå çâóêè èõ ðàêîâèí ñëèëèñü â íåïðåðûâíûé ãóë. Îãëàøàÿ íåáî è çåìëþ, îíè çàñòàâèëè ñîäðîãíóòüñÿ ñåðäöà ñûíîâåé Äõðèòàðàøòðû.

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ÒÅÊÑÒ 20

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àòõà âéàâàñòõèòàí äðøòâà äõàðòàðàøòðàí êàïè-äõâàäæàõ
ïðàâðòòå øàñòðà-ñàìïàòå äõàíóð óäéàìéà ïàíäàâàõ
õðøèêåøàì òàäà âàêéàì èäàì àõà ìàõè-ïàòå

àòõà — òîãäà; âéàâàñòõèòàí — âûñòðîåííûõ; äðøòâà — îãëÿäåâ; äõàðòàðàøòðàí — ñûíîâåé Äõðèòàðàøòðû; êàïè-äõâàäæàõ — òîò, ÷åé ôëàã áûë óêðàøåí èçîáðàæåíèåì Õàíóìàíà; ïðàâðòòå — êîãäà áûë ãîòîâ; øàñòðà-ñàìïàòå — ïóñêàòü ñòðåëû; äõàíóõ — ëóê; óäéàìéà — âñêèíóâ; ïàíäàâàõ — ñûí Ïàíäó (Àðäæóíà); õðøèêåøàì — Ãîñïîäó Êðèøíå; òàäà — òîãäà; âàêéàì — ðå÷ü; èäàì — ýòó; àõà — ïðîèçíåñ; ìàõè-ïàòå — î öàðü.

Òîãäà Àðäæóíà, ñûí Ïàíäó, âîññåäàâøèé íà êîëåñíèöå, êîòîðóþ óêðàøàë ôëàã ñ èçîáðàæåíèåì Õàíóìàíà, âñêèíóë ñâîé ëóê è ïðèãîòîâèëñÿ ñòðåëÿòü. Íî, âçãëÿíóâ íà ñûíîâåé Äõðèòàðàøòðû, âûñòðîèâøèõñÿ â áîåâûå êîëîííû, î öàðü, Àðäæóíà îáðàòèëñÿ ê Ãîñïîäó Êðèøíå ñ òàêèìè ñëîâàìè.

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ÒÅÊÑÒÛ 21–22

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àðäæóíà óâà÷à
ñåíàéîð óáõàéîð ìàäõéå ðàòõàì ñòõàïàéà ìå '÷éóòà
éàâàä ýòàí íèðèêøå 'õàì éîääõó-êàìàí àâàñòõèòàí

êàèð ìàéà ñàõà éîääõàâéàì àñìèí ðàíà-ñàìóäéàìå

àðäæóíàõ óâà÷à — Àðäæóíà ñêàçàë; ñåíàéîõ — àðìèé; óáõàéîõ — äâóõ; ìàäõéå — ìåæäó; ðàòõàì — êîëåñíèöó; ñòõàïàéà — îñòàíîâè; ìå — ìîþ; à÷éóòà — î íåïîãðåøèìûé; éàâàò — ïîêà; ýòàí — íà ýòèõ; íèðèêøå — ãëÿæó; àõàì — ÿ; éîääõó-êàìàí — æåëàþùèõ ñðàæàòüñÿ; àâàñòõèòàí — âûñòðîèâøèõñÿ íà ïîëå áîÿ; êàèõ — ñ êîòîðûìè; ìàéà — ìíîé; ñàõà — âìåñòå; éîääõàâéàì — íåîáõîäèìîñòü ñðàæàòüñÿ; àñìèí — â ýòîé; ðàíà — áèòâû; ñàìóäéàìå — â ïîïûòêå.

Àðäæóíà ñêàçàë: Î íåïîãðåøèìûé, ïðîøó Òåáÿ, âûâåäè âïåðåä ìîþ êîëåñíèöó è ïîñòàâü åå ìåæäó äâóìÿ àðìèÿìè, ÷òîáû ÿ ìîã óâèäåòü òåõ, êòî ïðèøåë ñþäà, æåëàÿ ñðàçèòüñÿ ñ íàìè, è ñ êåì ìíå ïðåäñòîèò ñîéòèñü â ýòîé âåëèêîé áèòâå.

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ÒÅÊÑÒ 23

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éîòñéàìàíàí àâåêøå 'õàì éà ýòå 'òðà ñàìàãàòàõ
äõàðòàðàøòðàñéà äóðáóääõåð éóääõå ïðèéà-÷èêèðøàâàõ

éîòñéàìàíàí — íà òåõ, êòî áóäåò ñðàæàòüñÿ; àâåêøå — ñìîòðþ; àõàì — ÿ; éå — êîòîðûå; ýòå — ýòè; àòðà — çäåñü; ñàìàãàòàõ — ñîáðàâøèåñÿ; äõàðòàðàøòðàñéà — ñûíà öàðÿ Äõðèòàðàøòðû; äóðáóääõåõ — çëîíðàâíîãî; éóääõå — â áèòâå; ïðèéà — óñïåõà; ÷èêèðøàâàõ — æåëàþùèå.

Ïîçâîëü ìíå âçãëÿíóòü íà òåõ, êòî ñîáèðàåòñÿ ñðàæàòüñÿ ñ íàìè ðàäè òîãî, ÷òîáû óãîäèòü çëîíðàâíîìó ñûíó Äõðèòàðàøòðû.

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ÒÅÊÑÒ 24

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ñàíäæàéà óâà÷à
ýâàì óêòî õðøèêåøî ãóäàêåøåíà áõàðàòà
ñåíàéîð óáõàéîð ìàäõéå ñòõàïàéèòâà ðàòõîòòàìàì

ñàíäæàéàõ óâà÷à — Ñàíäæàÿ ñêàçàë; ýâàì — òàêèì îáðàçîì; óêòàõ — òîò, ê êîòîðîìó áûëà îáðàùåíà ïðîñüáà; õðøèêåøàõ — Ãîñïîäü Êðèøíà; ãóäàêåøåíà — Àðäæóíû; áõàðàòà — î ïîòîìîê Áõàðàòû; ñåíàéîõ — àðìèé; óáõàéîõ — äâóõ; ìàäõéå — ìåæäó; ñòõàïàéèòâà — ïîñòàâèâ; ðàòõà-óòòàìàì — ÷óäåñíóþ êîëåñíèöó.

Ñàíäæàÿ ñêàçàë: Î ïîòîìîê Áõàðàòû, â îòâåò íà ïðîñüáó Àðäæóíû Ãîñïîäü Êðèøíà âûâåë âïåðåä åãî ÷óäåñíóþ êîëåñíèöó è ïîñòàâèë åå ìåæäó äâóìÿ àðìèÿìè.

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ÒÅÊÑÒ 25

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áõèøìà-äðîíà-ïðàìóêõàòàõ ñàðâåøàì ÷à ìàõè-êøèòàì
óâà÷à ïàðòõà ïàøéàèòàí ñàìàâåòàí êóðóí èòè

áõèøìà — äåäà Áõèøìû; äðîíà — ó÷èòåëÿ Äðîíû; ïðàìóêõàòàõ — ïåðåä ëèöîì; ñàðâåøàì — âñåõ; ÷à — òàêæå; ìàõè-êøèòàì — ïîâåëèòåëåé ìèðà; óâà÷à — ñêàçàë; ïàðòõà — î ñûí Ïðèòõè; ïàøéà — âçãëÿíè æå; ýòàí — íà ýòèõ; ñàìàâåòàí — ñîáðàâøèõñÿ; êóðóí — ÷ëåíîâ ðîäà Êóðó; èòè — òàê.

Ïåðåä ëèöîì Áõèøìû, Äðîíû è âñåõ ïîâåëèòåëåé ìèðà Ãîñïîäü ñêàçàë: «Âçãëÿíè æå, î Ïàðòõà, íà âñåõ ñîáðàâøèõñÿ çäåñü Êóðó».

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ÒÅÊÑÒ 26

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òàòðàïàøéàò ñòõèòàí ïàðòõàõ ïèòðí àòõà ïèòàìàõàí
à÷àðéàí ìàòóëàí áõðàòðí ïóòðàí ïàóòðàí ñàêõèìñ òàòõà
øâàøóðàí ñóõðäàø ÷àèâà ñåíàéîð óáõàéîð àïè

òàòðà — òàì; àïàøéàò — óâèäåë; ñòõèòàí — ñòîÿùèõ; ïàðòõàõ — Àðäæóíà; ïèòðí — îòöîâ; àòõà — òàêæå; ïèòàìàõàí — äåäîâ; à÷àðéàí — ó÷èòåëåé; ìàòóëàí — äÿäüåâ ïî ìàòåðè; áõðàòðí — áðàòüåâ; ïóòðàí — ñûíîâåé; ïàóòðàí — âíóêîâ; ñàêõèí — äðóçåé; òàòõà — òàêæå; øâàøóðàí — òåñòåé; ñóõðäàõ — äîáðîæåëàòåëåé; ÷à — òàêæå; ýâà — áåçóñëîâíî; ñåíàéîõ — àðìèé; óáõàéîõ — îáåèõ (âðàæäóþùèõ ñòîðîí); àïè — òàêæå.

Ñòîÿ ìåæäó äâóìÿ àðìèÿìè, Àðäæóíà óâèäåë â èõ ðÿäàõ ñâîèõ îòöîâ, äåäîâ, ó÷èòåëåé, äÿäüåâ ïî ìàòåðè, áðàòüåâ, ñûíîâåé, âíóêîâ, äðóçåé, à òàêæå òåñòåé è äîáðîæåëàòåëåé.

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òàí ñàìèêøéà ñà êàóíòåéàõ ñàðâàí áàíäõóí àâàñòõèòàí
êðïàéà ïàðàéàâèøòî âèøèäàíí èäàì àáðàâèò

òàí — èõ; ñàìèêøéà — óâèäåâ; ñàõ — îí; êàóíòåéàõ — ñûí Êóíòè; ñàðâàí — âñåõ; áàíäõóí — ðîäñòâåííèêîâ; àâàñòõèòàí — íàõîäÿùèõñÿ; êðïàéà — ñîñòðàäàíèåì; ïàðàéà — îãðîìíûì; àâèøòàõ — ïðåèñïîëíåííûé; âèøèäàí — ñîêðóøàþùèéñÿ; èäàì — ýòî; àáðàâèò — ñêàçàë.

Êîãäà ñûí Êóíòè, Àðäæóíà, óâèäåë íà ïîëå áèòâû âñåõ ñâîèõ äðóçåé è ðîäñòâåííèêîâ, ñåðäöå åãî ïðåèñïîëíèëîñü ñîñòðàäàíèåì. Ïîäàâëåííûé, îí ïðîèçíåñ òàêèå ñëîâà.

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àðäæóíà óâà÷à
äðøòâåìàì ñâà-äæàíàì êðøíà éóéóòñóì ñàìóïàñòõèòàì
ñèäàíòè ìàìà ãàòðàíè ìóêõàì ÷à ïàðèøóøéàòè

àðäæóíàõ óâà÷à — Àðäæóíà ñêàçàë; äðøòâà — óâèäåâ; èìàì — ýòó; ñâà-äæàíàì — ðîäíþ; êðøíà — î Êðèøíà; éóéóòñóì — âîèíñòâåííî íàñòðîåííóþ; ñàìóïàñòõèòàì — ðàñïîëîæåííóþ; ñèäàíòè — äðîæàò; ìàìà — ìîè; ãàòðàíè — ÷ëåíû òåëà; ìóêõàì — ðîò; ÷à — è; ïàðèøóøéàòè — ïåðåñûõàåò.

Àðäæóíà ñêàçàë: Î Êðèøíà, âèäÿ ïåðåä ñîáîé äðóçåé è ðîäñòâåííèêîâ, ãîðÿùèõ æåëàíèåì ñðàæàòüñÿ, ÿ ÷óâñòâóþ, êàê ó ìåíÿ ïîäêàøèâàþòñÿ íîãè, à âî ðòó ïåðåñûõàåò.

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âåïàòõóø ÷à øàðèðå ìå ðîìà-õàðøàø ÷à äæàéàòå
ãàíäèâàì ñðàìñàòå õàñòàò òâàê ÷àèâà ïàðèäàõéàòå

âåïàòõóõ — äðîæü; ÷à — òàêæå; øàðèðå — ïî òåëó; ìå — ìîåìó; ðîìà-õàðøàõ — ïîäíÿòèå âîëîñ äûáîì; ÷à — òàêæå; äæàéàòå — ïðîèñõîäèò; ãàíäèâàì — çíàìåíèòûé ëóê Àðäæóíû; ñðàìñàòå — âûïàäàåò; õàñòàò — èç ðóêè; òâàê — êîæà; ÷à — òàêæå; ýâà — êîíå÷íî; ïàðèäàõéàòå — ãîðèò.

Òåëî ìîå îõâàòèëà äðîæü, âîëîñû âñòàëè äûáîì, ëóê Ãàíäèâà âûïàäàåò èç ìîèõ ðóê, à êîæà ïûëàåò, êàê â îãíå.

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íà ÷à øàêíîìé àâàñòõàòóì áõðàìàòèâà ÷à ìå ìàíàõ
íèìèòòàíè ÷à ïàøéàìè âèïàðèòàíè êåøàâà

íà — íå; ÷à — òàêæå; øàêíîìè — ìîãó; àâàñòõàòóì — îñòàâàòüñÿ; áõðàìàòè — çàáûâàåò; èâà — êàê áóäòî; ÷à — è; ìå — ìîé; ìàíàõ — óì; íèìèòòàíè — ïðè÷èíû; ÷à — òàêæå; ïàøéàìè — âèæó; âèïàðèòàíè — ïðîòèâîïîëîæíûå; êåøàâà — î Êðèøíà, óáèâøèé äåìîíà Êåøè.

ß áîëåå íå â ñèëàõ îñòàâàòüñÿ çäåñü. Ïàìÿòü îòêàçûâàåò ìíå, è ðàçóì ìîé ïîìóòèëñÿ. Âñå, ÷òî ÿ âèæó, ïðåäâåùàåò îäíè ëèøü íåñ÷àñòüÿ, î Êðèøíà, ñðàçèâøèé äåìîíà Êåøè.

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íà ÷à øðåéî 'íóïàøéàìè õàòâà ñâà-äæàíàì àõàâå
íà êàíêøå âèäæàéàì êðøíà íà ÷à ðàäæéàì ñóêõàíè ÷à

íà — íå; ÷à — òàêæå; øðåéàõ — õîðîøåå; àíóïàøéàìè — ïðåäâèæó; õàòâà — óáèâ; ñâà-äæàíàì — ñâîþ ðîäíþ; àõàâå — â áèòâå; íà — íå; êàíêøå — æåëàþ; âèäæàéàì — ïîáåäó; êðøíà — î Êðèøíà; íà — íå; ÷à — òàêæå; ðàäæéàì — öàðñòâî; ñóêõàíè — ðàäîñòè (çàâîåâàííûå òàêîé öåíîé); ÷à — òàêæå.

ß íå ïîíèìàþ, êàêîå áëàãî ÿ ïîëó÷ó, óáèâ â ýòîì ñðàæåíèè ñâîèõ ñîðîäè÷åé. Íè ïîáåäà, íè öàðñòâî, íè ñ÷àñòüå, äîñòàâøèåñÿ òàêîé öåíîé, íå íóæíû ìíå, î Êðèøíà.

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êèì íî ðàäæéåíà ãîâèíäà êèì áõîãàèð äæèâèòåíà âà
éåøàì àðòõå êàíêøèòàì íî ðàäæéàì áõîãàõ ñóêõàíè ÷à

òà èìå 'âàñòõèòà éóääõå ïðàíàìñ òéàêòâà äõàíàíè ÷à
à÷àðéàõ ïèòàðàõ ïóòðàñ òàòõàèâà ÷à ïèòàìàõàõ

ìàòóëàõ øâàøóðàõ ïàóòðàõ øéàëàõ ñàìáàíäõèíàñ òàòõà
ýòàí íà õàíòóì è÷÷õàìè ãõíàòî 'ïè ìàäõóñóäàíà

àïè òðàèëîêéà-ðàäæéàñéà õåòîõ êèì íó ìàõè-êðòå
íèõàòéà äõàðòàðàøòðàí íàõ êà ïðèòèõ ñéàäæ äæàíàðäàíà

êèì — ÷òî; íàõ — íàì; ðàäæéåíà — öàðñòâîì; ãîâèíäà — î Êðèøíà; êèì — ÷òî; áõîãàèõ — íàñëàæäåíèÿìè; äæèâèòåíà — æèçíüþ; âà — èëè; éåøàì — êîòîðûõ; àðòõå — ñ öåëüþ; êàíêøèòàì — æåëàåìîå; íàõ — íàøå; ðàäæéàì — öàðñòâî; áõîãàõ — ìàòåðèàëüíûå íàñëàæäåíèÿ; ñóêõàíè — ðàäîñòè; ÷à — òàêæå; òå — îíè; èìå — ýòè; àâàñòõèòàõ — íàõîäÿùèåñÿ; éóääõå — íà ïîëå áîÿ; ïðàíàí — æèçíè; òéàêòâà — îòäàâ; äõàíàíè — áîãàòñòâà; ÷à — òàêæå; à÷àðéàõ — ó÷èòåëÿ; ïèòàðàõ — îòöû; ïóòðàõ — ñûíîâüÿ; òàòõà — òàêæå; ýâà — áåçóñëîâíî; ÷à — è; ïèòàìàõàõ — äåäû; ìàòóëàõ — äÿäüÿ ïî ìàòåðè; øâàøóðàõ — òåñòè; ïàóòðàõ — âíóêè; øéàëàõ — çÿòüÿ, øóðèíû; ñàìáàíäõèíàõ — ðîäñòâåííèêè; òàòõà — çàòåì; ýòàí — ýòè; íà — íå; õàíòóì — óáèâàòü; è÷÷õàìè — æåëàþ; ãõíàòàõ — óáèòûé; àïè — äàæå; ìàäõóñóäàíà — î Êðèøíà, ñðàçèâøèé äåìîíà Ìàäõó; àïè — äàæå; òðàè-ëîêéà — îõâàòûâàþùåãî òðè ìèðà; ðàäæéàñéà — öàðñòâà; õåòîõ — ñ öåëüþ; êèì íó — ÷òî æå; ìàõè-êðòå — äëÿ çåìëè; íèõàòéà — óáèâ; äõàðòàðàøòðàí — ñûíîâåé Äõðèòàðàøòðû; íàõ — íàì; êà — êàêàÿ; ïðèòèõ — ðàäîñòü; ñéàò — áóäåò; äæàíàðäàíà — î õðàíèòåëü âñåõ æèâûõ ñóùåñòâ.

Î Ãîâèíäà, çà÷åì íàì öàðñòâî, ñ÷àñòüå, äà è ñàìà æèçíü, åñëè âñå òå, ðàäè êîãî ìû ñòðåìèìñÿ îáëàäàòü ýòèì, ñîáðàëèñü ñåé÷àñ íà ïîëå áèòâû? Î Ìàäõóñóäàíà, êîãäà ó÷èòåëÿ, îòöû, ñûíîâüÿ, äåäû, äÿäüÿ ïî ìàòåðè, òåñòè, âíóêè, çÿòüÿ, øóðèíû è äðóãèå ðîäñòâåííèêè ñòîÿò ïåðåäî ìíîé, ãîòîâûå ðàññòàòüñÿ ñ æèçíüþ è ïîòåðÿòü âñå, ìîãó ëè ÿ æåëàòü èõ ñìåðòè, äàæå åñëè èíà÷å îíè óáüþò ìåíÿ? Î õðàíèòåëü âñåõ æèâûõ ñóùåñòâ, ÿ íå õî÷ó ñðàæàòüñÿ ñ íèìè äàæå â îáìåí íà âñå òðè ìèðà, íå ãîâîðÿ óæå î Çåìëå. Ìíîãî ëè ðàäîñòè ïðèíåñåò íàì óíè÷òîæåíèå ñûíîâåé Äõðèòàðàøòðû?

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ïàïàì ýâàøðàéåä àñìàí õàòâàèòàí àòàòàéèíàõ
òàñìàí íàðõà âàéàì õàíòóì äõàðòàðàøòðàí ñà-áàíäõàâàí
ñâà-äæàíàì õè êàòõàì õàòâà ñóêõèíàõ ñéàìà ìàäõàâà

ïàïàì — ãðåõ; ýâà — áåçóñëîâíî; àøðàéåò — ëÿæåò; àñìàí — íà íàñ; õàòâà — óáèâ; ýòàí — ýòèõ; àòàòàéèíàõ — íàïàâøèõ íà íàñ; òàñìàò — ïîýòîìó; íà — íå; àðõàõ — äîëæíû; âàéàì — ìû; õàíòóì — óáèâàòü; äõàðòàðàøòðàí — ñûíîâåé Äõðèòàðàøòðû; ñà-áàíäõàâàí — è íàøèõ äðóçåé; ñâà-äæàíàì — ðîäíþ; õè — êîíå÷íî; êàòõàì — êàê; õàòâà — óáèâ; ñóêõèíàõ — ñ÷àñòëèâûå; ñéàìà — ñòàíåì; ìàäõàâà — î Êðèøíà, ñóïðóã áîãèíè óäà÷è.

Óáèâ òåõ, êòî ãðîçèò íàì ñåé÷àñ âîéíîé, ìû ïîêðîåì ñåáÿ ãðåõîì. Ïîýòîìó íàì íåëüçÿ óáèâàòü ñûíîâåé Äõðèòàðàøòðû è ñâîèõ äðóçåé. ×åãî ìû äîáüåìñÿ ýòèì, î Êðèøíà, ñóïðóã áîãèíè óäà÷è? Êàê ìîæåò ñìåðòü ðîäñòâåííèêîâ ïðèíåñòè íàì ñ÷àñòüå?

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éàäé àïé ýòå íà ïàøéàíòè ëîáõîïàõàòà-÷åòàñàõ
êóëà-êøàéà-êðòàì äîøàì ìèòðà-äðîõå ÷à ïàòàêàì

êàòõàì íà äæíåéàì àñìàáõèõ ïàïàä àñìàí íèâàðòèòóì
êóëà-êøàéà-êðòàì äîøàì ïðàïàøéàäáõèð äæàíàðäàíà

éàäè — åñëè; àïè — äàæå; ýòå — ýòè; íà — íå; ïàøéàíòè — âèäÿò; ëîáõà — àë÷íîñòüþ; óïàõàòà — îõâà÷åíû; ÷åòàñàõ — òå, ÷üè ñåðäöà; êóëà-êøàéà — óíè÷òîæåíèåì ñåìüè; êðòàì — ñîâåðøåííûé; äîøàì — ãðåõ; ìèòðà-äðîõå — â ðàñïðå ñ äðóçüÿìè; ÷à — òàêæå; ïàòàêàì — ðåçóëüòàò ãðåõà; êàòõàì — êàê; íà — íå; äæíåéàì — òî, ÷òî äîëæíî áûòü èçâåñòíî; àñìàáõèõ — íàìè; ïàïàò — îò ãðåõà; àñìàò — íàñ; íèâàðòèòóì — îñòàíîâèòü; êóëà-êøàéà — èñòðåáëåíèåì ðîäà; êðòàì — ñîâåðøåííîå; äîøàì — ïðåñòóïëåíèå; ïðàïàøéàäáõèõ — òåìè, êòî âèäèò; äæàíàðäàíà — î Êðèøíà.

Î Äæàíàðäàíà, ïóñòü ýòè ëþäè, ÷üèìè ñåðäöàìè çàâëàäåëà æàäíîñòü, íå âèäÿò ãðåõà â óáèéñòâå ðîäñòâåííèêîâ èëè â ðàñïðÿõ ñ äðóçüÿìè, íî ïî÷åìó ìû, çíàÿ î òîì, êàêèì òÿæêèì ïðåñòóïëåíèåì ÿâëÿåòñÿ óíè÷òîæåíèå ðîäà, äîëæíû ó÷àñòâîâàòü â ýòîì çëîäåéñòâå?

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êóëà-êøàéå ïðàíàøéàíòè êóëà-äõàðìàõ ñàíàòàíàõ
äõàðìå íàøòå êóëàì êðòñíàì àäõàðìî 'áõèáõàâàòé óòà

êóëà-êøàéå — ïðè óíè÷òîæåíèè ðîäà; ïðàíàøéàíòè — èñ÷åçàþò; êóëà-äõàðìàõ — ñåìåéíûå òðàäèöèè; ñàíàòàíàõ — âå÷íûå; äõàðìå — êîãäà ðåëèãèÿ; íàøòå — ðàçðóøåíà; êóëàì — ñåìüÿ; êðòñíàì — âñÿ; àäõàðìàõ — áåçáîæèå; àáõèáõàâàòè — ñòàíîâèòñÿ; óòà — âåäü (ñêàçàíî).

Èñòðåáëåíèå ðîäà ïðèâîäèò ê ðàçðóøåíèþ èçâå÷íûõ ñåìåéíûõ òðàäèöèé, à ÷ëåíû ñåìüè, îñòàâøèåñÿ â æèâûõ, çàáûâàþò çàêîíû ðåëèãèè.

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ÒÅÊÑÒ 40

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àäõàðìàáõèáõàâàò êðøíà ïðàäóøéàíòè êóëà-ñòðèéàõ
ñòðèøó äóøòàñó âàðøíåéà äæàéàòå âàðíà-ñàíêàðàõ

àäõàðìà — áåçáîæèÿ; àáõèáõàâàò — îò âîöàðèâøåãîñÿ; êðøíà — î Êðèøíà; ïðàäóøéàíòè — îñêâåðíÿþòñÿ; êóëà-ñòðèéàõ — æåíùèíû ðîäà; ñòðèøó — ó æåíùèí; äóøòàñó — ðàçâðàùåííûõ; âàðøíåéà — î ïîòîìîê Âðèøíè; äæàéàòå — ðîæäàåòñÿ; âàðíà-ñàíêàðàõ — íåæåëàííîå ïîòîìñòâî.

Êîãäà â ðîäó âîöàðÿåòñÿ áåçáîæèå, î Êðèøíà, æåíùèíû â íåì ðàçâðàùàþòñÿ, à ðàçâðàùåíèå æåíùèí, î ïîòîìîê Âðèøíè, ïðèâîäèò ê ïîÿâëåíèþ íà ñâåò íåæåëàííîãî ïîòîìñòâà.

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ñàíêàðî íàðàêàéàèâà êóëà-ãõíàíàì êóëàñéà ÷à
ïàòàíòè ïèòàðî õé ýøàì ëóïòà-ïèíäîäàêà-êðèéàõ

ñàíêàðàõ — íåæåëàííîå ïîòîìñòâî; íàðàêàéà — â àä; ýâà — áåçóñëîâíî; êóëà-ãõíàíàì — òåõ, êòî óíè÷òîæàåò ñåìüþ; êóëàñéà — ñåìüè; ÷à — òàêæå; ïàòàíòè — ïàäàþò; ïèòàðàõ — ïðåäêè; õè — êîíå÷íî; ýøàì — ýòèõ; ëóïòà — ïðåêðàùåíû; ïèíäà — ïîäíîøåíèÿ ïèùè; óäàêà — è âîäû; êðèéàõ — îáðÿäû.

Ðîñò ÷èñëà íåæåëàííûõ äåòåé íåèçáåæíî ïðèâîäèò ê òîìó, ÷òî ÷ëåíû ñåìüè è ëþäè, ðàçðóøàþùèå ñåìåéíûå òðàäèöèè, ïîïàäàþò â àä. Ñ âûðîæäåíèåì ðîäà, ïðàîòöîâ æäåò ïàäåíèå, èáî ïîòîìêè ïåðåñòàþò ïîäíîñèòü èì ïèùó è âîäó.

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äîøàèð ýòàèõ êóëà-ãõíàíàì âàðíà-ñàíêàðà-êàðàêàèõ
óòñàäéàíòå äæàòè-äõàðìàõ êóëà-äõàðìàø ÷à øàøâàòàõ

äîøàèõ — ãðåõàìè; ýòàèõ — ýòèìè; êóëà-ãõíàíàì — ðàçðóøàþùèõ ñåìüþ; âàðíà-ñàíêàðà — íåæåëàííîãî ïîòîìñòâà; êàðàêàèõ — ïðè÷èíàìè ïîÿâëåíèÿ; óòñàäéàíòå — ïðåêðàùàþòñÿ; äæàòè-äõàðìàõ — äåÿíèÿ íà áëàãî îáùåñòâà; êóëà-äõàðìàõ — ñåìåéíûå òðàäèöèè; ÷à — òàêæå; øàøâàòàõ — íåçûáëåìûå.

Ïðåãðåøåíèÿ òåõ, êòî ðàçðóøàåò ñåìåéíûå òðàäèöèè è ñïîñîáñòâóåò ïîÿâëåíèþ íåæåëàííûõ äåòåé, îñòàíàâëèâàþò äåÿòåëüíîñòü íà áëàãî ñåìüè è îáùåñòâà â öåëîì.

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óòñàííà-êóëà-äõàðìàíàì ìàíóøéàíàì äæàíàðäàíà
íàðàêå íèéàòàì âàñî áõàâàòèòé àíóøóøðóìà

óòñàííà — ðàçðóøåíû; êóëà-äõàðìàíàì — òåõ, ÷üè ñåìåéíûå òðàäèöèè; ìàíóøéàíàì — ëþäåé; äæàíàðäàíà — î Êðèøíà; íàðàêå — â àäó; íèéàòàì — âå÷íî; âàñàõ — ïðåáûâàíèå; áõàâàòè — ïðîèñõîäèò; èòè — òàê; àíóøóøðóìà — ñëûøàë (îò íàñòàâíèêîâ, ïðèíàäëåæàùèõ ê öåïè äóõîâíûõ ó÷èòåëåé).

Î Êðèøíà, õðàíèòåëü ðîäà ÷åëîâå÷åñêîãî, îò íàñòàâíèêîâ, ïðèíàäëåæàùèõ ê öåïè äóõîâíûõ ó÷èòåëåé, ÿ ñëûøàë, ÷òî òå, ÷üè ñåìåéíûå òðàäèöèè ðàçðóøåíû, íàâåêè ïîñåëÿþòñÿ â àäó.

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àõî áàòà ìàõàò ïàïàì êàðòóì âéàâàñèòà âàéàì
éàä ðàäæéà-ñóêõà-ëîáõåíà õàíòóì ñâà-äæàíàì óäéàòàõ

àõî — óâû; áàòà — êàê ñòðàííî; ìàõàò — âåëè÷àéøèé; ïàïàì — ãðåõ; êàðòóì — ñîâåðøèòü; âéàâàñèòàõ — ðåøèâøèå; âàéàì — ìû; éàò — ïîñêîëüêó; ðàäæéà-ñóêõà-ëîáõåíà — èç-çà æåëàíèÿ íàñëàæäàòüñÿ öàðñòâîì; õàíòóì — óáèòü; ñâà-äæàíàì — ðîäíþ; óäéàòàõ — ïûòàþùèåñÿ.

Íå ñòðàííî ëè, ÷òî è ìû ñåé÷àñ çàìûøëÿåì òÿã÷àéøèé ãðåõ? Äâèæèìûå æåëàíèåì íàñëàäèòüñÿ ðàäîñòÿìè öàðñòâîâàíèÿ, ìû ãîòîâû óáèòü ñâîèõ áëèçêèõ.

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éàäè ìàì àïðàòèêàðàì àøàñòðàì øàñòðà-ïàíàéàõ
äõàðòàðàøòðà ðàíå õàíéóñ òàí ìå êøåìàòàðàì áõàâåò

éàäè — åñëè; ìàì — ìåíÿ; àïðàòèêàðàì — íå îêàçûâàþùåãî ñîïðîòèâëåíèÿ; àøàñòðàì — áåçîðóæíîãî; øàñòðà-ïàíàéàõ — òå, êòî ñ îðóæèåì â ðóêàõ; äõàðòàðàøòðàõ — ñûíîâüÿ Äõðèòàðàøòðû; ðàíå — íà ïîëå áîÿ; õàíéóõ — ïóñòü óáüþò; òàò — òî; ìå — äëÿ ìåíÿ; êøåìà-òàðàì — ëó÷øå; áõàâåò — áóäåò.

Ïóñòü ëó÷øå ñûíîâüÿ Äõðèòàðàøòðû ñ îðóæèåì â ðóêàõ óáüþò ìåíÿ íà ïîëå áîÿ, áåçîðóæíîãî è íå ñîïðîòèâëÿþùåãîñÿ.

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ñàíäæàéà óâà÷à
ýâàì óêòâàðäæóíàõ ñàíêõéå ðàòõîïàñòõà óïàâèøàò
âèñðäæéà ñà-øàðàì ÷àïàì øîêà-ñàìâèãíà-ìàíàñàõ

ñàíäæàéàõ óâà÷à — Ñàíäæàÿ ñêàçàë; ýâàì — òàê; óêòâà — ïðîìîëâèâ; àðäæóíàõ — Àðäæóíà; ñàíêõéå — íà ïîëå áîÿ; ðàòõà — êîëåñíèöû; óïàñòõå — íà ñèäåíüå; óïàâèøàò — îïóñòèëñÿ; âèñðäæéà — îòáðîñèâ; ñà-øàðàì — ñî ñòðåëàìè; ÷àïàì — ëóê; øîêà — ãîðåì; ñàìâèãíà — ïîðàæåííûé; ìàíàñàõ — òîò, ÷åé óì.

Ñàíäæàÿ ñêàçàë: Ïðîìîëâèâ ýòî íà ïîëå áîÿ, Àðäæóíà îòáðîñèë â ñòîðîíó ëóê è ñòðåëû è ñåë â êîëåñíèöå, îõâà÷åííûé ñêîðáüþ.

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intertemporal macroeconomics costas azariadis pdf 33 new
intertemporal macroeconomics costas azariadis pdf 33 new
intertemporal macroeconomics costas azariadis pdf 33 new
ßíäåêñ.Ìåòðèêà