ƒRƒXƒA”ü—eAƒwƒAƒPƒA > ƒƒ“ƒYƒVƒF[ƒrƒ“ƒO—p•i > ƒƒ“ƒY’ä“ >> ƒƒ“ƒY’ä“
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
‚ri22.5`23.0‚ƒ‚) ‚li23.0`23.5‚ƒ‚j ‚ki23.5`24.0‚ƒ‚j ‚k‚ki24.0`24.5‚ƒ‚j ƒq[ƒ‹‚i–ñ‚X‚ƒ‚j |
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