Question
24.27
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
Question
24.28
PG7Omry6vDnfJlm4f2CeVbH1UJ1FEBbSi63DHJTgIH2DdVSzrIzUlKiYNr7/D7z65kSU0+KjiTcQFyyeV8IME2w+XSXqpimcN12wy16kWWbCheGFjyJ4YMDIyPQmK09V2SOEY/xLZyl6h9i/JaszThB96Llu8f8cJg/82FFg9bEBDXaF25c6mCztyn4QD7EdKx0stn0Q6Cvi/65YimsPzg9qgfnawItl2M6JLOSuSlQA156kdEp/nT7SwFeKk/Oa7hUT69KW0uk98NEqGTJWsC35MYOJuiY0c8V+JTP0MkOTVhIVXY4y4Kd5C8pxta0LweMafdWQ6/Hsrz7IxB7hxCJD9qxh1KO/7e8WHuWWzAxdj7/5M22z/iOB+ltwAcyop8G5ZR+0J7QL5gD6F6AqOmmdXGQgeBp048xj6Z/M/1I5nQh9q1kVzH0dPK84XPwNjNoMMv3E5Fvyltpw41DOGEU6N2B8nYTwrtG8hlyFjuCyHv/s6bLQ/SRoQDnE4zf8tKDDLWvUSgkW5AK/j2u4/K3zGo0bMP4InZSjmGvcU68rubQgpuWyBrcOPhvvOJIwX+b5CljzoVq32D1Nn7VoUTIvLNtkSysN/WcBJDUjmxCoX1I2etWE4p5vccJ2SEHzZBM6BFXwaafTDuPvCjihEE8Y991W12nmIcPqqPC6Dq6/Gk7Nl58RCAvWgvQtQb4pEwUei3eUgrM1i88M9tcU48b9a1I8QGD8PcmF/xqanj+bmIwe5dR57W7VUoXu4eKpIW0TR+kQYnVhLJ+8ZMG8qKUPaF927DfBu8y2rGAYYfsKa/4raOo6Iw==
Question
24.29
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
Question
24.30
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
Question
24.31
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