Guru olahraga SMP Nusantara mencatat jam tidur 10 murid kelas VIII dalam sehari[br](dalam jam): [br][br][img 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[/img][br][br]Jika data diurutkan dari terkecil ke terbesar, urutan yang benar[br]adalah ...[br][br]
Soal 2
Dari data jam tidur 10 murid kelas VIII SMP Nusantara yang sudah diurutkan pada soal 1: [br]Rata-rata (mean) jam tidur murid tersebut adalah ...[br]
Soal 3
Nilai rata-rata ulangan Matematika kelas VIII-A adalah 80 dengan jumlah murid 22 orang. Jika digabungkan dengan data nilai ulangan kelas VIII-B pada soal 6 yang berjumlah 21 murid dengan rata-rata 76,5, rata-rata gabungannya adalah ...[br][br]
Soal 4
Reza adalah murid kelas VIII yang tinggal di dekat Kebun Raya Bogor. Ia menemukan data curah hujan bulanan (mm) dari BPS sepanjang tahun 2025 sebagai berikut:[br][br][img 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[/img][br][br]Median curah hujan bulanan tahun 2025 adalah ...[br]
Soal 5
Dinas Pariwisata mencatat jumlah kunjungan wisatawan (dalam ribuan orang) selama 11 bulan sebagai berikut (sudah diurutkan dari kecil ke besar):[br][br][b]35, 48, 60, 72, 85, 96, 110, 125, 140, 155, 170[/b][br][br]Nilai [b]kuartil bawah (Q1)[/b] dari data tersebut adalah …
Soal 6
Matematika kelas VIII-B melaksanakan ulangan harian dengan hasil sebagai 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[/img][br][br]Modus dari data nilai ulangan tersebut adalah ...[br][br]
Soal 7
Diketahui murid kelas VIII data lama menggunakan hp saat libur sekolah (dalam jam) sebagai berikut: [b]4, 5, 5, 7, 3, 2, 4, 6, 7, 4. [/b]Tentukan nilai jangkauannya!
Soal 8
Seorang pedagang mencatat pendapatan (ribu rupiah) selama seminggu: 200, 250, 300, 250, 400, 250, 500.[br]Ukuran pemusatan manakah yang paling tepat menggambarkan pendapatan "khas" pedagang tersebut, jika ada nilai ekstrem?
Soal 9
Data simpangan rata-rata kelompok X = 3 dan kelompok Y = 8.[br]Kesimpulan yang TEPAT tentang kedua kelompok adalah...
Soal 10
Berikut data [b]waktu belajar (jam)[/b]:[br]⏰ 1, 2, 3, 4, 3[br]Manakah pernyataan yang benar?
Soal 11
Kelas A: rata-rata = 75, jangkauan = 20. Kelas B: rata-rata = 75, jangkauan = 40.[br]Pernyataan yang TEPAT membandingkan dua kelas tersebut adalah...[br]Pilih semua pernyataan yang benar (bisa lebih dari satu).[br][list][*]A.Kelas A lebih homogen dari kelas B[/*][*]B.Kelas B memiliki penyebaran data lebih besar[/*][*]C.Prestasi rata-rata kedua kelas sama[/*][*]D. [/*][/list]Kelas B lebih konsisten dalam belajar
Soal 12
Pak Darmawan memanen cabai selama 9 hari (kg): 12, 15, 18, 15, 20, 22, 15, 18, 25. Tetangganya, Pak Budi, panen di lahan yang sama dengan hasil: 10, 10, 30, 10, 35, 30, 10, 28, 22.[br][br][i]Pilih SEMUA pernyataan yang benar tentang perbandingan kedua petani:[/i][br][br][list][*]A. Mean panen Pak Darmawan lebih tinggi dari Pak Budi[/*][*]B. Modus panen Pak Budi = 10 kg[/*][*]C. Jangkauan panen Pak Budi lebih besar, artinya hasilnya lebih tidak stabil[/*][*]D. Median panen Pak Darmawan = 18 kg[/*][/list]
Soal 13
Guru BK mengumpulkan nilai try out 10 siswa kelas 9 sebagai persiapan: 55, 60, 62, 65, 70, 72, 75, 80, 82, 90. Guru BK menyatakan bahwa siswa dengan nilai di bawah Q1 perlu bimbingan intensif, dan siswa di atas Q3 layak masuk program akselerasi.[br][i]Pilih SEMUA pernyataan yang benar (bisa lebih dari satu)[br][/i]
Soal 14
Dua siswa, Aldo dan Bagas, mewakili sekolah dalam lomba panahan. Skor 6 ronde terakhir mereka:[br]Aldo: 85, 87, 86, 88, 85, 89[br]Bagas: 70, 95, 80, 100, 75, 90 [br]Pelatih harus memilih satu atlet untuk turun di final yang menentukan.[br][br][i]Pilih SEMUA pernyataan yang BENAR dan relevan sebagai bahan pertimbangan pelatih:[/i]
Soal 15
Kelurahan Mawar mengadakan lomba memasak dalam rangka HUT RI. Juri memberikan skor (0–100) kepada 9 peserta dari dua RT yang bersaing:[br][b]RT 03:[/b] 62, 65, 70, 74, 78, 83, 87, 90, 95[br][b]RT 07:[/b] 50, 58, 68, 74, 80, 86, 90, 93, 97[br]Ketua panitia, Pak Lurah, ingin menentukan RT mana yang penampilannya lebih merata menggunakan [b]simpangan kuartil (Qd)[/b]. [br][i]Pilih SEMUA pernyataan yang BENAR:[/i][br][br][list][*]A. Q1 RT 03 = 70 dan Q3 RT 03 = 87, sehingga IQR = 17[/*][*]B. Q1 RT 07 = 68 dan Q3 RT 07 = 90, sehingga IQR = 22[/*][*]C. Simpangan kuartil (Qd) RT 03 = 8,5 dan RT 07 = 11[/*][*]D. RT 03 lebih merata penampilannya karena nilai Qd-nya lebih kecil[/*][/list]
Soal 16
Pada acara Pekan Olahraga Sekolah, diadakan lomba lari 100 meter antar siswa kelas 8. Panitia mencatat waktu tempuh (dalam detik) dari 10 peserta:[br]14, 16, 13, 15, 17, 13, 14, 18, 15, 14[br]Pembina OSIS, Kak Arya, ingin menganalisis data ini untuk menentukan siswa yang layak mewakili sekolah dalam perlombaan tingkat kecamatan[br][b]Pertanyaan:[/b][br]a) Urutkan data dan tentukan median waktu tempuh peserta![br]b) Hitung Q1 dan Q3, lalu tentukan IQR![br]c) Kak Arya mengatakan, 'Peserta dengan waktu di atas Q3 + 1,5 x IQR perlu latihan tambahan.' Apakah ada peserta yang perlu latihan tambahan?Jelaskan![br][br][br]
Soal 17
Di sebuah jalan dekat sekolah, ada dua warung ayam geprek yang bersaing: Warung A milik Bu Sari dan Warung B milik Pak Rudi. Omzet harian (ribu rupiah) selama 8 hari terakhir: [br]Warung A: 500, 520, 510, 515, 505, 525, 510, 515[br]Warung B: 300, 700, 450, 800, 350, 650, 480, 270[br]Rata-rata omzet Warung A = Rp 512.500 dan Warung B = Rp 500.000.[br]Bu Sari berkata, 'Warung saya lebih baik!' Pak Rudi menjawab, 'Warung saya punya potensi lebih besar!'[br][b]Pertanyaan:[/b][br]a) Hitung jangkauan dan simpangan kuartil dari omzet kedua warung![br]b) Menurut data penyebaran, siapa yang lebih 'benar'? Jelaskan argumen Bu Sari DAN Pak Rudi menggunakan konsep pemusatan dan penyebaran data![br]c) Jika kamu ingin berinvestasi di salah satu warung (risiko rendah vs potensi tinggi), mana yang kamu pilih dan mengapa?[br][br][br]
Soal 18
Kelas VIII-C SMP Harapan Bangsa memiliki 30 murid. Nilai rata-rata Bahasa Indonesia adalah 78 dan rata-rata Matematika adalah 65,5. Pada kelas VIII-D, rata-rata Bahasa Indonesia adalah 74,2. Jika rata-rata gabungan kelas VIII-C dan VIII-D untuk mata pelajaran Bahasa Indonesia dan Matematika masing-masing adalah 76,6 dan 69, tentukan: [br](a) Jumlah murid kelas VIII-D! [br](b) Nilai rata-rata Matematika kelas VIII-D! [br](c) Kelas mana yang memiliki rata-rata Matematika lebih tinggi? Berikan[br]kesimpulanmu![br][br]
Soal 19
Dinas Perhubungan Kota Maju mencatat waktu tempuh (dalam menit) perjalanan dari Terminal A ke Terminal B menggunakan dua jalur berbeda selama 10 hari pengamatan.[br][b][img 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[/img][/b][br]Pak Budi adalah seorang pegawai yang setiap hari harus menempuh perjalanan dari Terminal A ke Terminal[br]B. Ia ingin menentukan jalur mana yang lebih menguntungkan — bukan sekadar yang paling cepat rata-ratanya, tetapi juga yang paling stabil dan dapat diprediksi waktu tempuhnya.[br](a) Tentukan mean dan median masing-masing jalur Bandingkan nilai simpangan kuartil kedua jalur! Jalur mana yang lebih stabil waktu tempuhnya? Jelaskan alasanmu Pak Budi berkata: [i]"Saya lebih memilih jalur dengan waktu tempuh yang bisa saya prediksi daripada jalur[br]yang kadang cepat kadang lama."[/i] Berdasarkan seluruh hasil perhitunganmu, jalur mana yang sebaiknya dipilih Pak Budi? Jelaskan dengan membandingkan mean, median, dan simpangan kuartil kedua jalur![br][br]
Soal 20
Rata-rata pengeluaran harian 18 murid kelas VIII SMP Nusantara adalah Rp50.000. Setelah satu bulan, kondisi berubah: 9 murid pertama mengalami kenaikan pengeluaran masing-masing sebesar Rp2.000, Rp4.000, Rp6.000, ..., Rp18.000 (membentuk pola barisan aritmetika). Sedangkan 9 murid lainnya justru mengurangi pengeluaran masing-masing sebesar Rp5.000.[br](a) Tentukan total kenaikan pengeluaran 9 murid pertama! [br](b) Tentukan total pengurangan pengeluaran 9 murid lainnya! [br](c) Hitung rata-rata pengeluaran harian seluruh 18 murid setelah perubahan tersebut![br][br]
[b]Pengayaan[/b]
Soal 1
Diketahui data: 12, 15, 18, p, 22, 25, 28[br]Jika rata-rata data tersebut adalah 20 dan mediannya adalah 20, tentukan:[br](a) Nilai p[br](b) Apakah nilai p juga merupakan median? Jelaskan Jika semua data dikalikan 3 lalu dikurangi 5, tentukan rata-rata dan median yang baru![br][br]
Soal 2
Berikut data berat badan (kg) 12 atlet bulu tangkis:[br]55, 58, 60, 62, 63, 65, 65, 67, 68, 70, 72, 75[br]Tentukan:[br](a) Q1, Q2, dan Q3[br](b) Jangkauan antarkuartil (JAK)[br](c) Jika seorang atlet baru bergabung dengan berat 80 kg, apakah nilai Q2 berubah? Hitung dan buktikan![br][br]
Soal 3
Nilai rata-rata ulangan IPA dari 3 kelompok murid adalah sebagai 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[/img][br]Jika rata-rata gabungan ketiga kelompok adalah 76, tentukan:[br](a) Nilai n (jumlah murid kelompok C)[br](b) Total seluruh murid ketiga kelompok[br](c) Kelompok mana yang paling berpengaruh terhadap rata-rata gabungan? Jelaskan alasanmu![br][br]
Soal 4
Perhatikan tabel frekuensi data usia peserta lomba berikut:[br][img]data:image/png;base64,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[/img][br]Diketahui rata-rata usia peserta adalah 13,75 tahun. Tentukan:[br](a) Nilai p dan jumlah seluruh peserta[br](b) Modus data[br](c) Q1, Q2, Q3, dan simpangan antarkuartil [br][br]
Soal 5
Seorang peneliti mencatat data pengeluaran harian (dalam ribuan rupiah) 8 pedagang kaki[br]lima:[br]45, 30, 52, 38, 61, 47, 55, 42[br](a) Tentukan mean, median, dan modus data tersebut Ukuran pemusatan mana (mean, median, atau modus) yang paling tepat mewakili data ini? Jelaskan alasanmu Jika pedagang dengan pengeluaran tertinggi diganti oleh pedagang baru dengan pengeluaran Rp80.000, bagaimana pengaruhnya terhadap mean dan median? Hitung keduanya![br][br][br]
[b]Remedial[/b]
Soal 1
Berikut adalah data nilai tugas 7 murid:[br][b]70, 65, 80, 75, 90, 65, 85[/b][br]Tentukan:[br][b](a)[/b] Rata-rata (mean) data tersebut[br][b](b)[/b] Median data tersebut[br][b](c)[/b] Modus data tersebut[br]💡 [i]Petunjuk: Urutkan data terlebih dahulu sebelum mencari median![/i][br][br]
Soal 2
Data banyaknya buku yang dibaca 8 murid dalam sebulan:[br][b]3, 5, 2, 7, 4, 5, 6, 4[/b][br]Tentukan:[br][b](a)[/b] Urutkan data dari terkecil ke terbesar[br][b](b)[/b] Nilai Q1 (kuartil bawah)[br][b](c)[/b] Nilai Q3 (kuartil atas)[br]💡 [i]Petunjuk: Untuk n = 8, Q1 = rata-rata data ke-2 dan ke-3, Q3 = rata-rata data ke-6 dan ke-7[/i][br][br]
Soal 3
Rata-rata tinggi badan 5 murid adalah 160 cm. Jika seorang murid baru masuk dengan tinggi 172 cm, tentukan:[br][b](a)[/b] Total tinggi badan 5 murid semula[br][b](b)[/b] Rata-rata tinggi badan setelah murid baru masuk[br]💡 [i]Petunjuk: Total = rata-rata × jumlah data[/i][br][br]
Soal 4
Perhatikan data jumlah langkah kaki harian (dalam ribuan langkah) seorang murid selama 6[br]hari:[br][b]5[/b][b], 8, 6, 9, 7, 7[/b][br]Tentukan:[br][b](a)[/b] Median data tersebut[br][b](b)[/b] Jangkauan data (nilai terbesar − nilai terkecil)[br][b](c)[/b] Jangkauan antarkuartil (JAK = Q3 − Q1)[br]💡 [i]Petunjuk: Urutkan data dulu, lalu bagi menjadi dua kelompok masing-masing 3 data[/i][br][br][br][br]
Soal 5
Tabel berikut menunjukkan data ukuran sepatu 20 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yFoONiIzDYCMi4/Q9xsaDxckl9wWwP9CAkfto7MEDVY3Mp1vvujrRRlP1RQ4eEJGxGGxEZBwGGxEZh8FGRMZhsBGRcRhsRGQcBhsRGYfBRkTGYbARkXEYbERkHAYbERmHwUZExmGwEZFxGGxEZBwGGxEZh8FGRMZJfLAtLCwgn89jbGwMqVQqmDKZDIrFIlqtlnyXQLVajdwn7lStVuWHogSq1+s4cuQIMplMpH+MjY0hn8+j0WjId6GYEvsLusViEWfPnoXneQCAXC6H7du349atW5ibmwvqlmXh8uXLGB0dlR7hq2Dbu3evXO7Jtm3cuHFDLg8c3XrX1Sm+hYUFvPrqq1heXgYApNNpPPzwwwCAd999N6gDQKlUwuTkZDBP/0vVF/1aYoMt1fntfl1w5fN5zMzMAD3CKBxsfjDq+CE6OzuLqakpuXng6Na7rk7xZTIZLC0tAZrgKpfLOHDgQDDveR6Gh4cjy5C6LwY1EfLV/0aIUtVMAEAAEKVSSW4KWJYVLFepVORmUalUBAAxOzsrN0U0m01hWZawLEs0m025eSDp1ruuTvGl02kBQORyObkpkM1mg77nuq7cTJq+6NcSf4xN/rYM27Nnj1yKuHr1KgDg8ccfl5sizp07h3a7jVwuh6GhIbmZEurgwYNyKbBr1y65RCuQ2F3ROEZGRoJjbc1mc1Wh1Gq1cP/996Pdbm+qXQrdetfVaX2FD4XMz89j//798iKJp+qLfi3xW2w6CwsLQai5rruqUIO0tbZZQo3urkajgXK5DHQGFhhqq6DaP+1XM938/HxwfK1QKMjNsfnH1nTH6AaZbr3r6rQ+arWacBxHABDpdHrTHJO9G1R9kcfYJPV6HWfOnEEmk8EjjzyCPXv2oFKp4OTJk/KisV28eBHtdhvpdBrj4+NyMxEQ2kLL5/PYuXMn2u02SqUSFhcXV72nkHSJP8amOhfNsizkcjn88Ic/7DoNZCX8Y3SqIf1Bp1vvujqtjn/aUVgul8Ojjz7KXdA+VH3RryU+2BqNBs6fPw8AuHXrFi5cuBA5QbJQKKxqq80/F0l3Dtyg0613XZ1Wp1gsBrcvXboUnN+GzvG1X/7yl9xq01D1xaCm2j/tVzNd+DgH+pxvpGPbtkCf8+QGmW696+q0PprNZuQcNsdxeJxNQ9UX/RqDTcPzvL4n6OqUSiUBYFOdkCvTrXddndZX+IuVJ+iqqfqiX+Pggcbw8HDkuJh/Mm4cR48eBQC8/PLL3I2gVXnxxReD25cuXYq0UX8Mth7C137G7Vzlcjk4/63fFQlEOvfdd19wO3zcjeJhsMW0e/duuaT0zjvvAJ2RLZ6QS+vBcRy5RH0w2GLatm2bXOpSrVaDb9fN8AsetDnYti2XqI9EBpv/A5EjIyNyU8TZs2eD2/v27Yu0qZw4cQLoDNOv5fw3Mluq84OSvX5I8le/+lVw+7HHHou0UX+JDDaf53nI5/NyGehchBy+VrTfbmV4a+3555+Xm4m6ZLNZ5S80l8vl4AL4dDq96U7uHgSJPEG3Xq9j586dwbxt28hms9iyZUvXL+i6rovDhw+H7q3m/3jgZj0hV6Zb77o6xbd161a0222gc5XL5ORkMFAV/gXdbDaLt956iyPrGqq+mPgrD1qtFi5evIgrV67g2rVrkasNHMfBxMQEDh061HdLzZfqXBqzGS+fUtGtd12dVmZhYQEffPABPv7448iop23bmJiYwMGDB3l9cR+qvpj4YKPedOtdVyfaaKq+6NcSfYyNiMzEYCMi4zDYiMg4DDYiMg6DjYiMw2AjIuMw2IjIOAw2IjIOg42IjMNgIyLjMNiIyDgMNiIyDoONiIzDYCMi4zDYiMg4DDYiMg6DjYiMw2AjIuMw2IjIOAw2IjIOg42IjMNgIyLjMNiIyDgMNiIyDoONiIzDYCMi4zDYiMg4KSGECGZSKYRmgxolk9wXwP5AA0buo36G9Q02IqLNws8w7ooSkXEYbERkHAYbERmn7zE2HixOLrkvgP2BBozcR2MPHqhqZD7detfViTaaqi9y8ICIjMVgIyLjMNiIyDgMNiIyDoONiIzDYCMi4zDYiMg4DDYiMg6DjYiMw2AjIuMw2IjIOAw2IjIOg42IjMNgIyLjMNiIyDgMNiIyTuKDbWFhAfl8HmNjY0ilUsGUyWRQLBbRarXkuyhVq1Xk83mMjIxEHmdsbAxHjhxBvV6X70IJlclkIn0kzpTJZOSHoR4S+wu6xWIRZ8+ehed5AIBcLoft27fj1q1bmJubC+qWZeHy5csYHR2VHuErrVYLP/rRj7C0tAQAyGaz2LVrFwDg5s2bKJfLaLfbAIBCoYCTJ09G7j+odOtdV6f4MplM0F/iKpVKmJyclMuJpuqLfi2xwZbq/Ha/Lrjy+TxmZmYAALZt48aNG5F2dEItk8lgeXlZ+ziNRgPZbBbLy8sAgNnZWUxNTUWWGUS69a6rU3x+sNm2jWeeeUZuDty8eRMzMzOwLAtffvml3Jx4qr4Y1ETIV/8bIUpVMwEAAUCUSiW5KWBZVrBcpVKRm8Xs7GzQPjs7KzcHKpVKsJxt23LzQNKtd12d4kun08K2bdFsNuWmCNd1BQDhuq7cRJq+6NcSf4yt1+b9nj175FLEe++9F9x+4IEHIm1h4+PjsCwLAIJdXEqupaUlZLNZDA0NyU2BVquF06dPAwAOHTokN1MfiQ02IUTXZqwsvPu5Y8eOSNtK2bYtlyihhBB9j7WeO3cO7XYbuVyuZwCSWmKDrZ+FhYVg68p1XWXnGh4eDm7fvn070hbWarWCY2yO48jNRBHhrbWXXnpJbqYYGGwKCwsLePLJJ4HOSObhw4flRQAABw8eDG6/+eabkbaw8+fPB7ePHTsWaSOS+Vtr6XQ68uVJK6A68NavZqJarSZmZ2dFOp0WAEQ6nVYOGMhKpVIwMJBOp8X8/HzQ5nlecADYsqyeAxWDRrfedXVaP7ZtC2gGrOh/qfqiX0t8sIVHLP3JsixRKBRErVaTF1eqVCrCcZyuxwk/nud58t0Gmm696+q0Pvwvys0yen43qfqiX0vseWy+RqMR7CreunULFy5cCI6HIeZJteVyGUePHoXneZETdK9fv465uTmgM3jw61//uus8t0GlW++6Oq2PkZEReJ7HE3JjUPXFxJ/H1kutVotsgeVyOXmRQC6XC7bKVLsOtVotOB/OsqzYW4F3m2696+q0dtxaWxlVX/RrDDYNz/P6nqAbPr7W6wRd+TjcZqBb77o6rZ1/bI0n5Maj6ot+jaOiGsPDw5FdgatXr0baAeD1118Pbu/bty/SFjY5ORmcoLu0tBT7wnpKjnK5DM/zYFkWT8hdBwy2HrZv3x7cvnTpUqQNQORYXL9h+fBVDJ999lmkjejo0aNA50tQdc4krQyDLabdu3fLJaJ1Ua1Wg5PBeULu+mCwxbRt2za5FLlMqtFoRNpk63l5FpnlxIkTQOcnr/pt+VM8iQy2arWKVCqFkZERuSni7NmzwW3VMbRsNhvcDl9dIAt/I/e7+JmSpVqtBr/N9txzz8nNtFqqEYV+tc0ufFKu7lQO/zSOXqNUzWYzMnKqurLA87zg1JHNdKKubr3r6rQ6/pUujuPITdSHqi/6tUSeoFuv17Fz585g3rZtZLNZbNmypesXdF3X1V4ris5j/eAHPwiWdxwHTzzxBMATdKmParWKvXv3AvyF3FVR9UW/lshgQ+cXFC5evIgrV67g2rVrkRFOx3EwMTGBQ4cOxT7mUS6X8f777+PChQvBT4FbloWJiQk89thjm67T6ta7rk4rVywWMT09rf2FZupN1RcTH2zUm2696+pEG03VF/1aIgcPiMhsDDYiMg6DjYiMw2AjIuMw2IjIOAw2IjIOg42IjMNgIyLjMNiIyDgMNiIyDoONiIzDYCMi4zDYiMg4DDYiMg6DjYiMw2AjIuMw2IjIOAw2IjIOg42IjMNgIyLjMNiIyDgMNiIyDoONiIzDYCMi4zDYiMg4DDYiMg6DjYiMw2AjIuOkhBAimEmlEJoNapRMcl8A+wMNGLmP+hnWN9iIiDYLP8O4K0pExmGwEZFxGGxEZJy+x9h4sDi55L4A9gcaMHIfjT14oKqR+XTrXVcn2miqvsjBAyIyFoONiIzDYCMi4zDYiMg4DDYiMg6DjYiMw2AjIuMw2IjIOAw2IjIOg42IjMNgIyLjMNiIyDgMNiIyDoONiIzDYCMi4zDYiMg4iQ+2hYUF5PN5jI2NIZVKBVMmk0GxWESr1ZLvolStVpHP5zEyMhI8xtatWzE5OYlqtSovTqTUaDRQLBaRyWSwdetW5PN5eRGKIbG/oFssFnH27Fl4ngcAyOVy2L59O27duoW5ubmgblkWLl++jNHRUekRvtJqtfDss89ibm4OAJDNZrFr1y4AwLvvvovl5WUAQKFQwMmTJyP3HWS69a6r09o0Gg3k83ksLS3JTXy/NVR9MaiJkK/ewyhVzQQABABhWZao1Wpys8jlcsEytm3LzYF0Oh08TqVSkZsjjzM7Oys3DyzdetfVafVKpZKwLCvoR4VCQVQqFdFsNuVFKUTVF/1a4oOtVCrJTQG/swFQhlapVIoVWrZtB512s3RW3XrX1Wl1XNcN+lA2m900/WMQqPqiX0v8MbbJyUm5FNizZ49cinj99deD248//nikLeynP/0pAKDdbuPixYtyMyVUuVzG9PQ00DkUUi6XMTQ0JC9Gq5DYYOtsrcrliBs3bgS3d+zYEWlrtVrB8TPHcXp2yAceeCC4feXKlUgbJVOj0cCBAweAznHZt99+W16E1iCxwdbPwsJCMIDgum5XcH322WfBbblNFg7FRqMRaaNk8kc7LcvCqVOn5GZaIwabwsLCAp588kmgM5p5+PBheZEVCQffRx99FGmj5Gk0GsHo5+TkJIaHh+VFaI0YbB31eh1nzpxBJpPBI488gj179qBSqWhP0RgfHw9urySs2u22XKKEOXfuXHB7amoqcu5a+BzIfD6Per0euS/Fk/hgq1arSKVS2LlzJ3784x9jaWkJlmVh9+7duOeee+TFIxzHATph1esk3IWFheC2ZVmRNkqeCxcuBLeXlpbgOA7effddPPzww3BdF9lsFu12GzMzM9i5cyfK5XLk/hSDaqi0X80knucJ13WF67qiUCgIx3GC4XcAolAoyHcJzM/PB8s5jqMcqp+dnY2cNpJOp+VFBpJuvevqFF+4f9m2rTyVqFarBctYliU8z5MXSTxVX/RriQ82lVqtFgm4XC4nLxIIn4Drn1zpuq7I5XLCtm1h27YoFArBMtlsVn6IgaRb77o6xSMHlurL0BfuN73Ok0wqVV9ksPXheV7fE3R98/PzwRUIfodNp9PByb/hE3ld15XvPpB0611Xp3gqlUrQF/ptva9k2SRS9UW/lvhjbDrDw8ORk3evXr0aaQ/bv38/FhcX0fmiwJdffonFxcXg/uFz19LpdOieRHqrHaAiDh70tH379uD2pUuXIm0r4R/8tW1bezE9JUO/ASkdjqavDIMtpt27d8ulWM6cORN0yhMnTsjNlDDhL7Z+W2Hhn8zilv7KMNhi2rZtm1zqq16v45VXXgE6HbPXdamUHH5ItdvtnleifPjhh8FtnsS7MokMNv/ctZGREbkp4uzZs8Htffv2Rdr6qdfreOihh9But2FZFq8FpMBTTz0V3D5//nykLew3v/lNcPvgwYORNupDNaLQr7bZhUebdKdyhE/jiDuS2Ww2xfz8fNdvual+723Q6da7rk4r459OpPs9wPBIuq6PJp2qL/q1RP6Cbr1ex86dO4N527aRzWaxZcuWrl/QdV031rWimUym69dPC4UCfvKTn/S9SH4Q6da7rk4r02q1kMlkgl+IMeWXlzeSqi/6tUQGGzod6+LFi7hy5QquXbsWdCR0LpWamJjAoUOHYh/bKBaLOH36NPbs2YPvfe972LdvX+z7DiLdetfVaXXK5TLeeeedyJeibduYmJjAwYMHI6d8UJSqLyY+2Kg33XrX1Yk2mqov+rVEDh4QkdkYbERkHAYbERmHwUZExmGwEZFxGGxEZBwGGxEZh8FGRMZhsBGRcRhsRGQcBhsRGYfBRkTGYbARkXEYbERkHAYbERmHwUZExmGwEZFxGGxEZBwGGxEZh8FGRMZhsBGRcRhsRGQcBhsRGYfBRkTGYbARkXEYbERkHAYbERknJYQQwUwqhdBsUKNkkvsC2B9owMh91M+wvsFGRLRZ+BnGXVEiMg6DjYiMw2AjIuP0PcbGg8XJJfcFsD/QgJH7aOzBA1WNzKdb77o60UZT9UUOHhCRsRhsRGQcBhsRGYfBRkTGYbARkXEYbERkHAYbERmHwUZExmGwEZFxGGxEZBwGGxEZh8FGRMZhsBGRcRhsRGQcBhsRGYfBRkTGYbApFItFpFKpFf9abLlcRiaTCe47MjKCfD6Per0uL0qkVK1Wg/5TrVblZoqJv6Arqdfr2LlzZzAf529vtVrIZDJYXl6GZVnI5XLYsmULzp49C8/zAAClUgmTk5PyXQeWbr3r6rR2rVYLDz74YNBnKpUKxsfH5cWoQ9UXg5oI+epzHKWqmcxxHAEgmOJIp9MCgHAcRzSbzaDebDYjj1epVCL3G2S6v11Xp7UrFAqRvreZ+svdoOqLfo27oiHFYhHLy8uwbVtu0iqXy1haWgIAvPHGGxgaGgrahoaGMDc3F8y/8MILwW2isGq1ilOnTq2o75Eeg62jXq9jenoa6XQazzzzjNys9frrrwMAbNtW7jYMDw/DcRwAwPLyMo+3UZdWq4WnnnoKlmXhzTfflJtpFRhsHdPT0wAA13XlJq1Go4Hl5WUACMJLZWJiIrjtb90R+c6dOwfP8/Daa6/h3nvvlZtpFRhsAM6cOYOlpSW4rovR0VG5Weujjz4Kbu/atSvSFvbNb34zuH39+vVIGyVbeE9hampKbqZVSnywNRoNvPLKK7BtG4cOHZKbe/r888/lktJ9990X3P7b3/4WaaNke/rpp4EV7ilQf4kPtnw+j3a7jXfeeSdy4D+O8NbXt771rUibDndFyecPVq10T4H6S3Sw+bug2WxWeeC/n7hbXzt27JBLlHD+Luhq9hSov8QGm78LalkW3nrrLbl5Xa10S5DM5++CrmZPgfpLbLD5u6CvvfYaOxZtKH8XdLV7CtRfIoPN3wVdyUhUuVzuee3oF198IZcCjUYjuN3rtBAyn78LupI9hUajwWtHVyhx14o2Gg04joN2u41sNqs8TePSpUvBQX7XdXHr1i3MzMyg3W5H3osjR47g1KlTwXKHDx8O2sKq1Sr27t0LAEin01hcXJQXGTi69a6rUzxjY2NYXl6G4zh44okn5GbcvHkTMzMzAIBcLoft27cH1xzz2tEoVV9M7LWilUolcj3eSibHcSKP5bpu0Oa6bqQtLPychUJBbh5I0Kx3XZ3ikfvUSqbwdcik7ot+LXG7ouPj4xBC9JzC5xSF69euXYs8VvgUj0uXLkXawq5evRrcDp+sS8kj9zV5qlQqwbKVSiXSxmPB8SUu2NbT+Pg4LMsC+pyfFj7fbd++fZE2Ilp/DLY1Cv/GWrlcjrShc4Gz/wsfuVyO37pEG4DBphDewgqPaKq89NJLwVZbPp/vWv7ZZ58FAFiWhePHj0faiGSffvppcLvXSDv1xmCTtFqt4Bc7AODixYuRdtnw8DAuX74My7LQbrfhOA6OHDmCYrGIkZERzM3NwbIsXL58mVtr1Nfly5eD2++//36kjVZANaLQr2aqUqkkLMvqGo2ybVtetIvneSKXywnbtoP7OY4jXNfdlKNZuvWuq9Pa1Gq1SN/xJ8uyRK1WkxcnTV/0a4k7j43i0a13XZ1oo6n6ol/jrigRGYfBRkTGYbARkXEYbERkHAYbERmHwUZExmGwEZFxGGxEZBwGGxEZh8FGRMZhsBGRcRhsRGQcBhsRGYfBRkTGYbARkXEYbERkHAYbERmHwUZExmGwEZFxGGxEZBwGGxEZh8FGRMZhsBGRcRhsRGQcBhsRGYfBRkTGYbARkXFSQggRzKRSCM0GNUomuS+A/YEGjNxH/QzrG2xERJuFn2HcFSUi4zDYiMg4DDYiMg6DjYiM0zV4QES0mXWNihIRmYC7okRkHAYbERmHwUZExvn/YSjGTZlw1WAAAAAASUVORK5CYII=[/img][br]Tentukan rata-rata ukuran sepatu tersebut![br]💡 Petunjuk: Gunakan rumus [img 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