Paippalāda-Saṃhitā · Chapter 7.4
indrasya bāhū sthavirau vṛṣāṇau
citrā imā vṛṣabhau pārayiṣṇū |
tau yokṣye prathamau yoga āgate
yābhyāṃ jitam asurāṇāṃ svar yat ||
āśuḥ śiśāno vṛṣabho na bhīmo
ghanāghanaḥ kṣobhaṇaś carṣaṇīnām |
saṃkrandano 'nimiṣa ekavīraḥ
śataṃ senā jayatu sākam indraḥ ||
saṃkrandanenānimiṣeṇa jiṣṇunā-
-ayodhyena duścyavanena dhṛṣṇunā |
tad indreṇa jayata tat sahadhvaṃ
yudho nara iṣuhastena vṛṣṇā ||
sa iṣuhastaiḥ sa niṣaṅgibhir vaśī
saṃsraṣṭā yudha indro gaṇena |
saṃsṛṣṭajit somapā bāhuśardhy
ūrdhvadhanvā pratihitābhir astāt || prapāṭhaka ||
balavijñāyaḥ sthaviraḥ pravīraḥ
sahasvān vājī sahamāna ugraḥ |
abhivīro abhiṣatvā sahojij
jaitrāyendra ratham ā tiṣṭha govidam ||
imaṃ vīram anu harṣadhvam ugram
indraṃ satvāno anu saṃ rabhadhvam |
grāmajitaṃ gojitaṃ vajrabāhuṃ
jayantam ajma pramṛṇantam ojasā ||
abhi gotrāṇi sahasā gāhamāno
adāya ugraḥ śatamanyur indraḥ |
duścyavanaḥ pṛtanāṣāḍ ayodhyo
asmākaṃ senā avatu pra yutsu ||
bṛhaspate pari dīyā rathena
rakṣohāmitrām̐ apabādhamānaḥ |
prabhañjañ chatrūn pramṛṇann amitrān
asmākam edhy avitā tanūnām ||
indra āsāṃ netā bṛhaspatir
dakṣiṇā yajñaḥ pura etu somaḥ |
devasenānām abhibhañjatīnāṃ
jayantīnāṃ maruto yantu madhye ||
indrasya vṛṣṇo varuṇasya rājña
ādityānāṃ marutāṃ śardha ugram |
mahāmanasāṃ bhuvanacyavānāṃ
ghoṣo devānāṃ jayatām ud asthāt ||
asmākam indraḥ samṛteṣu dhvajeṣv
asmākaṃ yā iṣavas tā jayantu |
asmākaṃ vīrā uttare bhavantv
asmān devāso 'vatā haveṣu ||
Original text: Paippalāda-Saṃhitā · Edition: Dipak Bhattacharya The Paippalāda-Saṁhitā of the Atharvaveda. Volume One, Consisting of the first fifteen Kāṇḍas Calcutta The Asiatic Society Dipak Bhattacharya The Paippalāda-Saṁhitā of the Atharvaveda. Volume Two, Consisting of the sixteenth Kāṇḍa Calcutta The Asiatic Society Dipak Bhattacharya The Paippalāda-Saṁhitā of the Atharvaveda. Volume three, consisting of the Seventeenth and Eighteenth · Data entry Arlo Griffiths Thomas Zehnder Philipp Kubisch Duccio Lelli Alexander Lubotsky Carmen Spiers Michael Witzel · GRETIL (Göttingen) · CC BY-NC-SA 4.0