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Browsing named entities in a specific section of Alfred Roman, The military operations of General Beauregard in the war between the states, 1861 to 1865. Search the whole document.

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thousand five hundred sets of accoutrements; over five hundred muskets; nine regimental flags; a large number of pistols, knapsacks, swords, canteens, and blankets; a great many axes and intrenching tools; wagons, ambulances, hospital stores, and not a small quantity of subsistence. We also captured fully sixteen hundred prisoners, including those who recovered from their wounds. Our loss in this memorable battle was computed as follows: Killed, 369; wounded, 1483; making an aggregate of 1852. This statement is taken from General Beauregard's report. In General Johnston's report, written from Fairfax Court-House, the result was summed up in this wise: Killed, 378; wounded, 1489; missing, 30; aggregate, 1897. The enemy's loss was not officially acknowledged at the time. The feeling which had led the Northern press to conceal the real strength of General McDowell's army seems also to have impelled the enemy to withhold a true statement of his casualties. In his report, so
sand. It is not our purpose to dwell at any length on that part of a subject which, to us, appears of but minor importance in comparison with the real question at issue, to wit—the result of the battle of Manassas, or, in other words, the acknowledged victory of the Confederate forces over an army vastly superior in point of number, armament, and equipment. The reader is already informed of the correct strength of our united forces, on the morning of the 21st July. It was increased by 1700 infantry, and a battery, on the arrival of part of General Kirby Smith's command, at 3.30 P. M., which would bring up our aggregate to 30,888 of all arms. It must be borne in mind, however, that the commands of Generals Holmes and Ewell, aggregating at least 3000 men, though mentioned on our field returns as present at and around Manassas, were never directly engaged with the enemy on that day. General Beauregard estimates as follows the numerical strength of the Federal forces against us
McDowell's army. the verdict of history.> After the check received at Bull Run, on July 18th, the Federal army remained inactive throughout the 19th and 20th, except in efforts to reconnoitre and determine the Confederate position and the best point for penetrating or turning it. This prolonged delay, though somewhat unaccountable, under the circumstances, was, certainly, of great advantage to General Beauregard. It allowed General Holmes to reach the theatre of operations in time, with 1265 infantry, 6 pieces of light artillery, and a company of cavalry of 90 men. General Johnston also arrived, about noon on the 20th, with Jackson's brigade, This brigade reached Manassas Junction the evening previous. So did, at a later hour, the 7th and 8th Georgia regiments. 2611 strong, a portion of Bee's and Bartow's brigades numbering 2732 bayonets, 300 of Stuart's cavalry, and Imboden's and Pendleton's batteries; to which were added Barksdale's 13th Mississippi regiment, which came up
en between four and five thousand. It is not our purpose to dwell at any length on that part of a subject which, to us, appears of but minor importance in comparison with the real question at issue, to wit—the result of the battle of Manassas, or, in other words, the acknowledged victory of the Confederate forces over an army vastly superior in point of number, armament, and equipment. The reader is already informed of the correct strength of our united forces, on the morning of the 21st July. It was increased by 1700 infantry, and a battery, on the arrival of part of General Kirby Smith's command, at 3.30 P. M., which would bring up our aggregate to 30,888 of all arms. It must be borne in mind, however, that the commands of Generals Holmes and Ewell, aggregating at least 3000 men, though mentioned on our field returns as present at and around Manassas, were never directly engaged with the enemy on that day. General Beauregard estimates as follows the numerical strength of
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