Pada dasarnya, perulangan REPEAT UNTIL mirip seperti perulangan WHILE DO, dimana kita akan melakukan pengecekan dalam setiap iterasi apakah nilai variabel counter masih dipenuhi atau tidak. Bedanya, pada REPEAT UNTIL, pemeriksaan kondisi ini dilakukan di akhir perulangan, bukan di awal seperti WHILE DO.
Format penulisannya adalah:
repeat
statement;
until (condition);
Contoh 1:
![](data:image/png;base64,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)
Outputnya:
![](data:image/png;base64,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)
Contoh 2:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbcAAAEECAYAAACryXowAAAY4ElEQVR4nO3dbZOjrBaFYeef9z/P+fBUTjsMsNeGzYt4p+qqnqggEsMKtpm+ruvn4/F9pMv/fK4sbz0A9nR/3J+n69Lt0vK5557yav21Y+g5fut5T/sQqHhWFV6k0gvUG248ePBY92gZ3L0Dd7rN/blVvlZWbYPnWHvb39tXpTI89Mf1+bR1cnS4Adhb7T2brsttW9vGKu+tv6X8fXlt3aj2I5i3g9OHd4e95QHMp7xvrW1yj9by9+e1bWr7VvbR2v5c+6x9IxidDGCGpw/qT2//6/BiARjt6bOWp7f/lXihAADHIdze47/7h36tbg8ADEO4PUtrKKWBRsABOBrh9hw9gaSGGzM7AEfI3baa+8WpdZtruk0uNGt19NZfeqgdkQ7quQG+dlkvV9ZTXq0/6tIi4QbgaPcASAOh9twKI+9zq/6U1bbSPmpqAaXMfGrbeC8LKvW3IrwAHK8lkHLhERluVp3pdrm2lPZRUws0ZeakhJt3dlarvwXBBuAVegOptWyurqj6e8PNu660TW3m5inraUPr8aXbEIAAHm1WuN2X3R+1Ojz1zw636MuS3vq9AaReFiXcABwhFxC58KmFkmebdNvW+tM6cuWUdvxuW74cqG7jvexYK39/XttGpVwWTbddfnICQKtcwIzYUSnMlndA6DGuC4VSePXO8ADgkdKZz4yAOznYCAcA2MBpIQMAAOEGADjP28KNS4YA8AJvCje+5wUAL5HeUPJdkbvpw7ohpHe9Rb3N/v68VJbveQHAwdRwG/3c0volZ+WLywCAw6jhVlqWrksfanlLyyVFwg0AXsoTbrV1nuBqCTlPuEXUQQgCwIOp4Tb6ucV7WdKqg9+5AcDBcoFjBV4pmHrXW9QbSpSA653hAQA21hIyJyPYAOAAhBsA4DiEGwDgOIQbAOA4hBsA4DiEGwDgONZt//eNa7fyW18jAABgGk+43dUC7v5vAg4AMF3PzI3ZGwBgS2q4ecJv+UEBAN4tF1hKcBFuAIBteQKqdtmxFowAAExFEAEAjkO4AQCOQ7gBAI7zpHBT/2bbrvXv4vTjA4BHhdvX6MH59MG/5/hO7hcAByHc5tcf0bYV7du5X3boHwAbiQq3+4AyeoBZEW7psto2pfZFXPbsKV/bf7pOWd9z/LU+tequnQOEG4Dr+omduSkBMGI/M+r3Hpu1/coBuDe8I463pX9mfoAC8HCEm1Z/y8zNEw4zjQy30vGrzyNmbwBAuIn1R8w8ItofMWOZMXPznhvKMXm2IfSAl5sdbqMG59H1z7js5mnb6nBrOb6emZ3aZ4QbgOv6GRNutQGmZ/BpuXQVWX+6rGf9isG3dnxq+KqvbcssTH1dI2Z4AA43cubmXT96/1gnaubKOQBAEhVuq2cl2B/nCIBpImduAABsYWa4vfmT+1uPGwCWWDFze+sg/9bjBoDpCLd82556swMzRAD4ib+hpPS8tm26XLkVXLlNvWWQj/wqQe24e26FV/tw+ckFAKvsFG6e+rzPR1P27wnfWvlcXQCAm53CrTY7e1q4tfSRNTuNmJkCwCvsEm7RYRZxabHn+L195Jn5jWg/ABzllHC7L+sZ4KPCzXuMhBsABIoKt+uyL5vlwqe0Pi3vnZmtGOA9lxSt/ikdf8sMEQBeJzLcVoq6LPl0bz1uAPjLKeF2Xb7ZDQDgYCeFGwAA1/XzG273x+idztoPAOCl7iFDuAEAjrAi3AAAGCoXbqVLlLV16fr7c6W8tW8AAGS1mZsSVOrzu1q4KeUBAKjyhltpdkW4AQC24Q23UkWEGwBgG63hVguo+yO3U8INADBULrxK4aQEV7ptrbw3PAEAkEQFCOEEANhGZAB5ZnYAAAxDCAEAjjMz3Phf+wEAU6yYuRFuAIChCLd823ZtHwBAEHtDiXbZMbc+LWdtk6u/tl6pP7cdAOCB4r4K8Hcg1ALCCpb7v0th5H1u1Q8AOMiocGvZ1hto3v2rszcAwMPtGG4t5T3hpmxD6AHAg+16WdJbv/eypHUchBsAPNjMG0rS9aXfgVkB13tDScQMDwCwschwOwHBBgAHINwAAMch3AAAx5kZbp7fe53qz+fz+dPR573lAeAVVszcCDfCDQCGItzybRvVvtHh9vaZMQBc18+e33NTbuVv+R9OPMfh/SqDwgqmdL313Nt+AHiNncLNU1/Ll7h31xJmAICMncKtNivaIdx6Z24Wwg0AguwSbtFh1ho8Ky/rRYQblyUB4OeccLsv6xngV4fDN9BaZ22r2w8AW4gKt+uyb+iwLuvVyntnZk8f4HsuST792AGgW2S4rXTCDSVfBBsAdDol3K7r35nh6vZ49F6OBADcnBRuAABc1w/hBgA40NvC7W3HCwCv9KbB/vtY3Q4AwGBx33P7/BUeuSBJH7l1ubqU8mr9Vh0AgANEDvC1gErDxAq4Un218rW6lDIAgEOMCLdcICkzJyXclPJq/QCAQ40IN++60jaloPSW9bQBAHCAVeGmhE8t3LzPrfoAAAeJGuDTR8s2uUdr+fvz2jYAgAPtNMgTOgCAELuEiTLzAwBAQpAAAI7zpHB78v/6DwCY6Enh9kW4AQCqCLcxbdu1fQDwCjuFm3rZMbc+LWdtk6u/tl6pP7cdAGCBXcItDYRaQFjBcv93KYy8z636AQAb2TXcWrb1Bpp3/+rsDQCw2Inh1lLeE27KNoQeACy0a7j1Xpb01u+9LGkdB+EGAAvtEm7X5b/ho/Q7MCvgem8oiZjhAQAG2incTkCwAcAGCDcAwHEINwDAcU4Mt1GXBj2/d2tt45/P5/Mn85rklpe2HeG7L2V/M9s14vh2bHvavl3b6TmWnY9/Vf/W9suvPJzeFm4RJ0fvSVYrb4Xbd92KAS4i3HYekHcPjLR9u7c3up9nHv+O4XZdBJzLieFWEnVi9NRjlVXCbdWn99797T4YP619u7eX4+8/xhz1jvDVx7LcLuFmfa+sdOt/6YW11vXc7q/Wr5S7s2Y8VrjVQk8JxdLsMNc+ZR9K+0vHbh1bS/stSv/XtvW0b8TMRe3/Ue1Xz5/Vx+95n/Wc3z3vL4s1xhBuP88Jt/R5S4gon3hatlXL95x06Zsit6wlLNTn92VWeHiXz2q/p4+97es9Hk/7cgOo5/VTXsuR/d8bbkpA9vZ/dP0Rr/8dASb4dHRwpDS4ci9gGmgjwi2lnlgzwy23LPfGHxVutW1alke0b1S4qYN/6TVQj7+1fbV919rn7bPe8yuiH9TA6W1fy+tLuG3o09HBkTzh1vrCewPLU7/a1taTUg03tTzh5mtD5P5HDO5Knep+W4J5t+OPDrcdzs8v9UN6S91H2SXc0hetZ+ajBIsVRt4g7C1v8YZbT3jlPpmqdajLRwwOVvu9fTyyvRHt8742o8NB7f83hlvE+Xld9thBuN18Gjp4FCV81E8tpW1rdVj7qNXvCTdlfcoTNj3BpNSt7t96g5f2mQuU3var/Vtrf6193vWtwaYM8MrA2rIPT/vVwV3tB2/7veePN5xmn5/X1f/h/nU+zg7Gmbxvzt08vf1P9/T+H93+Wf1DsN0QbvjqmVns4Ontf7qn9//o9j+9fx6HcAMAHOfEcBs1NVd+79fbRj7VAe9Ve/9zydHpbeEWcXL0nmS18oQb8F7W+5+Aczgx3EqiToyeeqyyhBvwXsr7X71jfPWxLLdLuNVu28+9aLXtlXXe8mpba+V7g826lZr1rGf989e3jpe5cfLVPmJnjmaFW/q8JUSUTzwt26rlOekARGAsEewYbqXZmTJ7a1me1m19+lkVbrt8smQ961kfv751vETBp7Fzo3nCrfWF9waWp361rZyUAHqoH9JXt3O5XcItfdF6Zj5KsFhhNGLm5j0OALizxg7C7eYp4ea5XFjbtlaHtY9a/d5ZJicgAI/eD/evs1O4AQDaEWw3hBsA4DiEGwDgOCeG26ipufJ7PwDABt4WbhGhRLgBwOZODLeSqFDqqYeZHwBMsEu4Wd8ds269T7ex1nnLq231fF1hdZ8DwLGeEm7pc+X7aOpya1+9bQUATLZjuClf5M6tz9WlLE/rVmdftWWEGwAs9MRw89SlLPfUXdpWbSuXJQFggl3C7brylx1L69V61PpnXZYk3ABggqeEm/dmjdK2yu/q1PWesCwdJwBggJ3C7Q0INgCYgHADAByHcAMAHOfEcPs+xu4jf3mx9Kfjc8s9296X9/x5+lr9SpmoNoxo4xPUjuuUS9bK77t7j7OljlP6F6K3hVvE8dbeJCPDTV1vaS2flhsZQG8Mt+s6ZwAeeUNVT/lT+heCE8OtJGJGZ705lFmXta1l1cA/M9xOpfSZekfw6mPpPYboeiPbtnv/QrBLuOWC577s/rC2V9Z5y/+3vi3Y7uvu25TConXmZpXvvaRohVutfvWSpqcOb/1W/6vH39qPnu2Vr6P43l/1r66k21j7VtZ7wk0pq9ap9FF0/2JDuUF8hVygpMvuz+8Ppa7acmtfv8vaT/rSwDjqsqQSIBHHoO7fO+uLrv9ps84RA2wtANL9ecPBU74Wbp5tvG0a3b/YTGmwny0NrnTZ/Xlpfa4uZXlad7qf3236w+3+7+hw886Oeo6htj63/4hw66k/Itx6Z26+98O4cMsFWm7m5JldEW7YTmmwn+0eJvef9/blAseqS1nuq7vtTVG7hGdtq6z3DN4jwi06XKLD60kzN2VQbjkHewZ7b5iNCDdvvT11EHwH2CXcruvfgEvbFhlu6TbW87/r8Z/8SiBZyz11EW7tv/dbSQ2Z0eEW/dxqR8SsS6ljZP9iM0pYzKKETz108o/SNlb5elt9bwBPIFmX3pT1LfUr7VcCLrf/6HDy1q+8Hqup51TL4HsftJVZSy08vutKYaKsV7f19EGp7hn9iw1Zgzgww+jLhk+6LFnDwDu2b+jfgxBu2MXoS4a7X5JEO2Vmipch3AAAxzkx3L6PsfvIf0L03CTivaEkaubRUr5338yY7L4/ZdZh/c5r1OVD9XeGq/sHk7wt3CKOt/YmGRlu6npLb0DN3u9JrD44ZQBWblwZUffofeNBTgy3kogZnfXmUGZd1raWVSFBuM3pQ/WOxtXH0nsM0fWq25zQvxDsEm654Lkvuz+s7ZV13vL/rW8Ltvs6z6363v1Y5aMuLVrr1f3XbvX3fA1gllz7PW3wbG9dWvMOvmm5nst66npPuCll1ePuCUDC7SC5QXyFWtjkntdDyLfc2tfvsvaTvjQwjrosqQRt6zEo65TLsN425sLt1JngiAE2F26lsPPOfjzla+Hm2aan7wiwF9gx3NIAS7cprc/VpSxP607387tNf7jd/x0dbuqsIjLcSsfUEm6emV3PcbTqnbn53g/jwi0XaLmZk2d2RbhhO6XBfrZ7mNx/3tuXCxyrLmW5r+62N0VtILe2Vdb3zop6jkGt01NeOcZTKcHQcg56A6e2fkW4Ke1sOZao/sVmdgm368pfdiytV+tR67ee/12P/+T3DNYnhJu3jYSbdm7NCrfo51Y7esu3Hmdk/2IzTwm39FErX9u2Voeyj99tfW8Az2BfuuzlWd9Sv9J+T/tKx9py2XHGpcDV1HOqZfC9D9rKrKU2a/quKwWSsl7d1tMHtfpH9y82ZA3iAPbBwEv/QkS4AQCOQ7gBAI6zU7gpvxcA/Q8App3C7YvBlf4HgC6EW1vbdmxf691hnv7f+fgB4P+eEm7KwO25lbl1cPbU79lP7rbonmCKOEbv8QPANk4KN8/2Ow7QPW0sBWvLce7YNwDgclK4WYP66EG7N1giAnj0zA0AHuGUcPMEw6jLktHHvSIc1b4j/ABs7S3hFj3w7xhuI/t/xvEDQJidws26rJcu61m/4+Dc+7uy0f2fbre6vwCgaKdwe7snhMYT2ggAhNsmdp9VAsCjEG4AgOOcGG6jb/iIqL9Uh/UHTHf9e2Y9fytuNy1tn338J/Rvbx/P2Gdkv6++OvO6q0JvC7eIF7f3JKmVH/EXtGfx/DXwnY34S+W7tHEXPe2Pen1W9fvKkHlVwJ0YbqNf2J56rLKE23O9/fh7+mpGWcLN3v9Rv/ffJdxyHZq7rb90m3+6jbXOW15ta88t9NYbxxN8uW2tyzq9l9SsNtTqT5ePaL+1j12OX3mdvf2j1K+8Bsrxq6+P9/W13gfq/luOrbVMjjXWWdtY44sSTkodvce53CfgxYrgfcFbQkT5xNKyrVq+96TpDTfP9j1v/twA4wnftK6W9vYcX2+4tQzQva9fb/0Rr/+s41PaZoVnxDG2ah0/PNt7yx9px3BLAyzdprTeeuGUwFI+/ewUburgf19mfXKObF9t397Bp6f+meFmre9tX8vrOyPceo9P/XBQWuc9v58Wbtb45BlfCLdFL7gVbq0vnDewPPWrbe05qWpvzsjBa8Tg3vppW93OGwarjz863EY/7zk3Z5yfnvDsfZ17tYwfnrHQGmOUskcE3y7hlnZ6zycTJViiT57Ik69kZLhFfnL3tj2i/IyZwcjjXx1unv6Z0Z6nhpsSDiPCTR1/1LYRbsGU8FE/dZS2rdVh7aNWvyfclPWp3MBTerNagaesbw02ZVBSBtaWfXjarw7uaj9425+2ITqcvPUr/ePpg97zTzk/PeVr23uO0dI6fuTK9qxvCTbvdtv7BL+4wI5mDGxPbv/T+2cHJ4TCCcfwf4Qb3qJnZrqD0e1/ev8AfyHcAADHOTHcRk2tld/7AQA28LZwiwglwg0ANndiuJVEhVJPPcz8AGCCXcKtdtv+/d+l22DTbax13vJqW63yhBsATPCUcEuft3yfQwmdlm295QEAg+0Ybq1fYszVpSxP61ZnX7VlhBsALPTEcPPUpSz31F3aVm0rlyUBYIJdwu268pcdS+vVetT6Z12WJNwAYIKnhJv3Zo3Stsrv6tT1nrAsHScAYICdwu0NCDYAmIBwAwAch3ADABznxHD7PsbuI395ccTfyVL0/m/uJ/1v8OrfVeupd/d+WtHGGfus7eMpl/yV+wF6j6Oljsj9z2pz1dvCLeJ4ay9Czx/b7NVb7xMG7YhjOb2fItuX+4OoK/vGqv9pATfiGFaXH9UvbieGW7nj+md0VueX3nwz/hjk6YP2Lseycz9FB1vLOat+wBt1fOod1Stfp1HhtmrWN7tvpPbtEm654Lkvuz+s7ZV13vLKi+6ZLdSelwYAa+an7kMp7x2A0rq97Y8I/1n7t/pP2bdVvuc1UNe3nK/WMXj6yPPaevuj9F5VLgmWyluX7bzrPeGmlPXU2RKutf172lfr49bXL+vTcJKN8H3Ult2f3x9KXbXl1r6UE8KiDCy9A6xnYLQGYKWO2r697e8Nt8i+aynfe3yR4d7bR97lrX00Ust7NTfwlgZiq35r+9Zw82zjLe/pO+/x9fZfk9JgP/9k/A2T+897++6P3PpcXcrytO50PxEdrnzyVQe8lpmJp3zpuXJ83397239CuPUc3y7h1hvqPe2P1BNuuUC7r0u3y5U/Mdx6jo9w+2jh5qlLWe6ru63TWwaWNDA85VsGz5HhNnpwXx1u0WHWGg6ednv3qbZJacPI4FMG7trg7a0zt35FuHmWR+9/9PErr98/lAF9lu8j/XduvVqPWr/13HOi58wOt+jynuMj3Po+XPQGgBou3v6uvZ5qPaPDTQ2h3nCbPbjvXl6p/973La+B9fr94zPoJGs7Mf97pP++P0+X58rXtq3VoexDfRFSEYNbujz3b2VAbS3vOT7v/pX1ahuU+mvHO6K8t297A8Bbv/d1bgm20dT3pDLw1spZA/N3XWnAV9ar27Yeo3f/VvnI9kW9zluF29utHhywz2s/8lx483nm/VCKMf3e+jq4yhFue4i4HIVnG3kOcH5hNWV2HIpwAwAc54nh9n2UlpfW9+938iePgLZay7xG/y4IAELsFm5Ke6zwGhVuv/XvHW7KL8Vb6ybcADzCTuEWFUpvDjelbT3tHx1uT5kZA9hcVAikgVJ6XrpsWHrUtlHborVfv5tHuRW4dhuuUt5qg6ddvdt+tdxe7r0DkHADEGJ2uJWel5Yp+/Kuz5fpDzdPfd7n3vaPKlMz83Z2AKgi3L5l4mduM8PNW2bE7IhwA7ANwu1bpi/cosOsNXxaZpVRIsKNy5IAQuwabrWAOjHc7st6B/jeS6o9er8sTLgBCBEVbtf1Gyq5gFLCLVdHaV1uO2u93f6/B9ZSIFmXHnPlvTOz3gFeCeCRei5JEm4AukWGG9pFXZbcAcEGYDnCbR8RlyRX4f8uBLAVwg0AcJwnhltpdvPkmQ8AINATw+261t4RCADYHOGWL0s4AsCDRYWbdRt9uk0uPLzrW76HppYl3ADgwSJnbrlwi/qel6e88h0vAgwADjYi3GpfYq7NnpQvSJee5+qpLSPcAOBgo2ZunnW59avCjcuSAHCAVeEW/dxqB+EGAC8SFW7emzWUYCkFkrK+53d+hBsAPFzkzO0EBBsAHIBwAwAch3B7iJ8AFz/5yU9+vuQn4fav3j4Z0qc/BbV1ue34yU9+8vMFP/8H7+uc7oyVXNsAAAAASUVORK5CYII=)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbkAAAAPCAYAAAB5sLH0AAAAyUlEQVR4nO3a2woCIRQFUD/dP59eIgZRs/DC6BIWm/DUVC8ba8L1XiFEANjLqJK7r+UfEoAzjSwiJQfAUkoOgG2lRZSu+3BupS/YMgMAU9yLqFR4vR4DwFS5kiudxJQcAI9SO8mllBwAj1IruVEnuesKH8u/AAD2VSqmXEG1lFj63PyMkgNgAj8pArAtJQfAtpTcg8QOgpRSHpSnlVztP8eW/V+u0/39x4LaXm5OSilPyZNK7tuNMy031vxznW5iRm2vNC+llIfkC0om/u2fJt+3AAAAAElFTkSuQmCC)
Outputnya:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Format penulisannya adalah:
repeat
statement;
until (condition);
Contoh 1:
Outputnya:
Contoh 2:
Outputnya:
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