Perintah ini akan terlebih dahulu memeriksa kebenaran nilai yang diujikan, kemudian menjalankan dan mengulang perintah selama hasil pengujian nilai bernilai benar.
Format penulisannya adalah:
while (condition) do
begin
(kode program yang ingin diulang disini...)
(kode program untuk mengubah condition..)
end;
Berikut contoh-contoh programnya.
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,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)
![](data:image/png;base64,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)
Outputnya:
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQkAAABzCAYAAACLpvd3AAAQm0lEQVR4nO3d63MT570HcP8PaSEQAiSGQEKhyQkJ7UlPO9NJ+qJzkp6ZthgwCQYDNiaX5kIINk2v075up+dFGpI2SU3iXkKSk4CvWL7ii2zJRvL9JkuyLJuEcGmMrdV8z4vdldZC2n2e3ZV2Jf9efGbA693n99y+u7JAzuufjULWl0ootX7ZbBSXJZ7ZKDzhKLySgbkoBiVD83HD81EMXxGN6DQ8z2aIweB8vE6lAQbeBJ7wcpcVlGMeI42nW+IKRdE7I3IGo+gORNEVENDpF9DhF3BpWkCbT9QyJaB5SkDzpADHpADHhIDGCQEXZeOiBoV6pTEBdSnUKo0uV6OiWssImwvEcnn9KgHAql8jLJSBEQsOhcFw8s2phWXzDszd3naixA0do+iLknJjJ4qNy4zIreCSBUW9kp5gFD2BOKekKxBFlz+KzmkBHdNiMFzyCWibEtA6JaB1UgyGZikYHBMCHOMCGsfjwXBxXEDDWFx9grrR5BIDoXZEVKOCaeMPa7tAbCXPaECohUV/4gYLJQSIAck2722bOckmZiVvciV3qk0vke/8yza/xBmMb/5uBTkIuvxRdCp0TEfR4Yui3SegXXpikIOhRREOTZPxcHCohMNtAWFiODAFBIVD1srrCwlg5eaU7Br9KfDUwVTTzHIuFb1KQQE9agLLOSXdMr+oK0HntBB7IlC65BO1K7RNiVoUloXCpADHRASO8QgaxyO4OB5Bg9JYBPUJ6mSjEdQmUaM0Elet4YKWYW3nia3l9c0I0JK44YxIeX2VDZ6M2qa/LQSCqS0PgQicgeS6lfzLdSlNR9CZoMMXwaUE7b4I2qciaJO0yiYjaJmMoHkyguYJUdO4SA6FxvEILo6JGmKW0DC2hPrR5eoUakduV5NoWFSt4YKWIXXnSda4LSTcMwJC16OYu8EvbLHZZK6zEmJCqVyLm0khyCDwZWr+RFcFTDPwfZHaFIdJIz4nuSgvWUC8/f5HKCw7RTJkPyE2dltIzN2IorDsFPLy8gghRPrBZZKQcDgccDgcy7452dfSRW6Lpb1M1pWO/tmx9sT67FonT1/s3H9bj68cEu4UISEXbsVCMSMkbDvwdl8YSeqze71mj3Mm+2/rsV0WEkEB4RtRFB57LWWS2jEksnLgs7A+u9dL/U8TtyIgXEEB4RsCc0iohQdLuKR6Wkk2KSxtaLWvNuFafdNTP+8i5F2gPPWl407KOv7pqp91/Vjdf5Z5NmN9m70+Y5QB0RuMIHxdwD5FSMgX19q0Zv+dp5O8X89U/byLkKc+o/3hqS/ZQuSZP5a5TOf4Gw0JlqAxOv5mX9+M+Y9xz4gB4QpG0BtIHhJak65nEfEuMrWO5lJIsG4ilkVsaGEwjh9L+zx9Yr1+JkNC67jR+vTMb2ZDQvEUEQuJUvaQYO00hQRfDWa2n45NwnJN1nb1BJzd+m92SNhhfcYonyJ6/UuYvS5gb+lJ7pAwEgLJkpKnoyxfT8cga9XPuwjTWa8Z9fHOTbo3Gev4r8SQMGN9xsSeIvwR9PiXMHstgr0lr3JtWiMbnOXarO1rDVSqNpNtTKP1sy5AtfrV6uM9rjcgWDYKywLV0wZP/aybhHUceOvnXT+8mzzT63MZ+Smix78E5/QiZq9FsOfoCX0X07EITemEBbK9/myX7eOf7vpNvX5vQA6JRXT7biGUoZBQFp5tE5wr9We7bB//dNdv2vV7/Euxp4hu3wJCXy5h95GXLR9AQohN9PgX0eNfQrfvFromv8LMl4vYffgl6wsjhNiDc3pReqmxgM7Jf2Pm6iJ+WkwhQQiRdPsW4KSQIISk4vQtoGd6Ec6pBXQlhATPW3R0nI7T8ew6zh8SvgV0TtCTBCEkgdO3IP5MQnqSCF2N/+DS6qSj43ScjqfvOHtITN9Cj38Rzulb9BYoIeR2Pf5F9AaW0OO/BadvAaFrERRk6B9TEUKyQG9gSQqJRTj9tzL2z7IJIVnCHVyCK7gEV2AJvf7F2H/wsrwwQog9uIIRiMQnivD1CPaWnrS+MEKIPbilz5NwBeSQED90xvLCCCH2IH7GZQSugBgU8sfXWV4YIcQe+mYE9AXFoHAHIwjfoJAghCj0hQTEf/cGhQQhJEG/HBIhAX0zEcxRSBBClC7PRnE5JEAOiznpl/NYXhghxB48s1Eog2Kefqs4IUTJE47CE47icljA5VkB8zcpJAghChQShBBVnrAAT1iAZ1Y0fzOK/RQShBCZHA7KkKAnCUJIjFcZEiEpJOjdDUKIzBOKQGn+Jr0FSghR8ISWoDR/U8C+Y9q/MJjn67o/Nkvj+iznmFVDOmrMJrneP6LCG1qEN7QIj2T+ZgT7Stl+YbDW11mPa9F7fqrP/EvHQObyJspEyBIb8ygCQg6JvYqQMGOTWbXAMhkSuSpTT2LExryhRXhnJHJIlLyadHFofRpvqkb0vhwxukC1QkLt+qwvVXiuwXt9rfFn7b/ecTTSNskhA6FbkHlDt3DlZgR7S06kXGDpernBshF5O8ezQVgDRW8fea9v9VOQ1e0TG/GGFuCdibtyQ/wg3GR3EbNDgvduzds51rqStW9GSBi5vhmb1MiTBM9NguQ4T/AreIJfwRMQzV9fQsGRl1MuUrNCgmcTpCMkzN6kZoeA3e7kVrdPLNQ/fQNKc9cW8ZNDLzJtbK2vqx2nkNC+vp3u4la3TyzkGr8K1/hV9I6JwlcX8D9PP8e1sbUeqVmO67m+GpZz1No3e5PzXj9VrVYsErsEFbFIx0AYHV7RJW8YM1f+jR/uLrG+MJtL98sBu73cICtYU88UmpwyH/yz1/D9Jw9YX1gWSPcdlu7gxBZqmodQrTDp/xzf/n6B9YURQuzho2o3ZOcuuDE6GcaDu54y5QeXZt0J9ZxvtG26g9OTDJFUfdSBqo86UHVONDQ6gy3bf2BKSLAe12J0o2e63VxAPxMhMZVVLaisasHfqlrwXlULBoYC2Lj5e6rvRvA2YtUCo5Awb+xW8liseO+ebcK7lU14p9KBdyod8A76sXb9fyZ91NR6izJVI3pfjpj1kkHrOGv7am9x8rz9mSnJ6tdbA4XECvZupQPvVDaK/tYI7+A0Vq/dlXKBpevlhtr3pCMkWO6UPHdTrfOz+bV9ttZNTPLeWQdiKhsxMDiNr63emXKBmxkSrHc5M0MiVZ/0hATPk4aRfuhlxpMEBQTJO1vVjLNVzaj8QDQ45Mcdq3aqbojEi+gJCaN3aRZqbeh5ulE7n6WP2Sbb6ycmqfpHCz6Q/b0FQ8MB3LHqYa5FnwshwVtjrocEz/yQHPfPD9shasM/PmzDyGiQOSS0Hmd5juu5vppU56pdP1Vf9bycMPKIbwdGxp7kmHMfd+DcJx0497FodEwMCcsLI4TYw/991oVPPhV9/GknxsZDFBKEkLgLNT04X+3E+WonPrvgxMTkLIUEISSupq4XNXW9qK4VTU6Fl/1Mwq6vRXPpNbOe2jPd/1wYX6NjnIk2zWrfVA2Nfai/KGlwwzc9F3uSsLw4xkFM9fdskY53b+xSo10Yqd+s+bHr3GpqbLoMpWn/PIVElljp/TcyVpk4N2dCoqVtAC2tXjRLAoErTCHB0gmtxyWjj1NaNbC8xZns7Uuz6tdqwy79Z5ln3vFhuT7LHLD0n3V+eOdXbW3ztG+kb1o1ZERb+yDa2gfQ2j6A1rYBBIPmhYSeBa1nkySbKJ4QY1mwZv+dZREa6b/Z42/29c3eBOnsH0ttWiGkp4+sc5t2HZ1DuCTrGERw5nN8bXXqkGDdRCyL2OyFodU27yQauX4mQ4J1kZm9iYxc34yQMNo/1pBNdYx3ffP00ewQNaTLOYKu7hF0dQ+js3sYodkv8PU7d2oWauYiSMcm0Zv+rN/Hu6ms7r/ZIZHuv/P2PZ3t6w2AnAmJHtconL1xs+EvsHpt+kPCzDuJ3kFO9ybTutMYXQDZHBI845OJeigkVLj7x+HuH4erbwyuvjGE565izd07k05gqsK1goPluN6AYJlclgWqpw2e+lk3Ce8iYq0/sQazNznv9VnGh2cMjK4/lvXJc77a95u5xjOi3zuBfu8E+j3j6PeMY27+KtZtfMS6gnKEre4ENqw/28dnRRkcnsLA0BQGhibhHZzElc+/xMZNj1pfWA6wzZ3ApvVn+/isGH2eEbgvj8DVPwJX/zDCc18gfyuFBCFE8r9nPsCfznyAP/75ffzhjffR2zeEzdt2WV8YIcQeXqj4PZ4v/z2ePfk7lL3yW9Q3dWLLdgoJQojk2dd+i+Mnf4PSV36Noy/9CnWOSxQShJC4slfjAVH8wi9R29iOLd+gkCCESI68+GscfuFXOPjsL1B0/HVUN7TjPvqZBCFEdqDslzhQ9gs8XfI6Co+cxvm6Nmx6gEKCECLZd+R1FB5+HXuLf449h07js5o25G+lkCCESAqKfo6CQ6dRcPA0dh+owKc1rci/n0KCECLZXSQFRFEFdh8sx2e1rfTvJAghcQUHT6PgUAX2FJdjz+FynK9rxdYdFBKEEMne4grsPVKBwqPlKCwtR3VDKx546FvWF0YIsYd9RytQeLQCTx8rxzPHy1HT2IrtOykkCCGS/SUVKCwtx9Nl5Sh67hRqHa3Y8ei3Y9+Qif8BaMX5dsL6uRBGrmv3cbKixmwYF1vYX1qOwpJTeOb4qVhIfFMKiUz9V2GaZPW+5Po4mVlfsg/GyeaxsYU9h1/DnsOvYd/Rk9h/7CRqGluw45FvZeRDQXJ98dulL3YeJ7MDQs+aZQlou45fRvzkwEn8+MCr+GnRCewuPoHz9c3Y9pB2SGh9VFfi15MNMmsbLOcb/Wgw3vrNCNFMta81fixta51vZA5Yj/P0kWV+eceId3Nl4kabEU8WnMB/F7yCJ/e8jKf2vYRPLjRhy/ZdTB00ulB5FpjWQuadhMTz9C5CvQvAzLHTc77R/pkZkkbHiPfreseIV86ExBM/ehlPPPUSHn/qRTz+o5/hw08cyN/6KFMSsy4c1rtVqkHW2z7rBKYKCbX2cyEkjPTPLiFhNByN1G/mHNvad3/wM3zniRfw2OPP47HHn0fVvxqxPv8RXROUuPF4ztezCNMZEuneJFaHhNmhoHcD8NTN2yZrTSw1mNG3rA2JR/7reez8znN4+LFn8fBjx3G26iLWrt/J1EEzQ8Ls83kmkELCWEgb2UistesZb7X5ZL2OWX3L2oDIy0Peg7uew46dx/GNh8uw7T+O4d2zDVi9li8kUg1C4teT/ZllYeo9n3dh8rTPcpxnAWldX62/6Tifd2yNbgLe6/POs56AMFNWh8S2h47j/gfLsHXHMdy3vRR/fa8+9mv+crrjxBAjAW20rWyT7fXnbdlxDJu3lWLTAyW49/6jePud+tgvDGbpeNYPANEtnWsg29dXtte/zOZtpci/vwT3bD2KjfcdwVt/rcMdq7RDghCyQigDYv2mw3jrLxQShBCFe7eWiAGx+TDuzi/Gmb/UUkgQQuKUAbEuvxhn3qaQIIQobNgsvsxYl1+Mu+45hDcpJAghSus3iU8Rd917CGvvOYg336qhkCCExCkDYs3Gg/gzhQQhROmuew/hrnsOYc3Gg7hzQxGFBCFkOTkg1mwowur1B/DGGQoJQoiCMiBW3U0hQQhJsGZDEe7cUIRVdx/A19c9gzfOVFNIEELi5IBYte4ZMSTepJAghMT9P5MEGZ2//cI/AAAAAElFTkSuQmCC)
Format penulisannya adalah:
while (condition) do
begin
(kode program yang ingin diulang disini...)
(kode program untuk mengubah condition..)
end;
Berikut contoh-contoh programnya.
Contoh 1:
Outputnya:
Contoh 2:
Outputnya:
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