Violinkonzerte = Violin Concertos

Comes with a white poly-lined inner sleeve that has a printer's code on one side, which indicates a 1981 date. Stamped runouts. - On variant 4 the stamper letters 'N' on side A and 'T' on side B are rotated 90°. - On variant 5 the stamper letters 'A O' on side A and 'A M' on side B are rotated 90°. "PRS HANNOVER" embossed on back cover. Front cover info: "Digital Recording" on top right corner. “Digital Aufnahme”, on a yellow background. Back cover info: "Digital Recording" on top left corner. Credited liner notes in German, translated (credited) to English, French and Italian. "Verlag · Publisher · Edition · Edizione: Röder, Leipzig (Bruch) ℗ 1981 Polydor International GmbH © 1981 Prof. Dr. Constantin Floros Cover Photo: Susesch Bayat, Berlin Printed in West Germany by Neef, Wittingen" Berliner Philharmonic Triple Pentagon symbol, with text in German, English, French and Italian, at left. Digital recording information, in German, English, French and Italian, boxed at bottom right. Center-labels info: “Deutsche Grammophon” below small tulip crown. Golden copyright rim text message in German (only) with, at 12 o'-clock, “· Alle Urheber· Und …..“. Straight borders. No star printed on bottom. "Digital Recording" on top of spindle hole. "Made in West Germany" at the left of spindle hole.

Barcode and Other Identifiers

• Label Code: LC 0173
• Pressing Plant ID: PRS HANNOVER (Embossed on back cover)
• Rights Society: GEMA (Label side B)
• Other: D.P. (Label side A: Public Domain declaration)
• Other: 4912 000 1532 18.81 O (Inner sleeve priner's code, variant 4)
• Other: 4912 000 1532 30.81 O (Inner sleeve priner's code, variant 5)
• Matrix / Runout: 2532 016 S1 = 3 320 Z 1•5 (Runout side A, variant 1)
• Matrix / Runout: 2532 016 S2 = 3 320 A C 1 • 4 (Runout side B, variant 1)
• Matrix / Runout: 2 532 016 S1=3 32 0 A 0 1•5 (Runout side A, variant 2)
• Matrix / Runout: 2532 016 S2=3 32 0 A 0 1•3A (Runout side B, variant 2)
• Matrix / Runout: 2532 016 S1 = 3 32 0 BI 1•2A (Runout side A, variant 3)
• Matrix / Runout: 2532 016 S2 = 3 32 0 1•4 E (Runout side B, variant 3)
• Matrix / Runout: 2 532 016 S1 = 3 320 N 1 (Runout side A, variant 4)
• Matrix / Runout: 2532 016 S2 = 3 320 T 1 • 3 (Runout side B, variant 4)
• Matrix / Runout: 2 532 016 S1=3 32 0 A O 1 • 2 (Runout side A, variant 5)
• Matrix / Runout: 2532 016 S2=3 32 0 A M 1 (Runout side B, variant 5)

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