Efek Tanggal Tua, Satlantas Porli

<p><div dir="ltr" style="text-align: left;" trbidi="on"> ironi memang, saat keadilan ini di gadaikan dengan yang namanya uang, siapa yang g butuh uang, siapa yang g butuh makan, uang adalah segalanya bagi sebagian orang, namun apakah benar saat yang seharusnya di bela malah di sikat, melirik kasus abraham samad, kita orng biasa tidak tau mana yang benar mana yang salah , semua terasa benar, karena konspirasi yang di ciptakan,<br /> hari ini 25 ferb 2015, pertama kalinya gua kena tilang, sore ini gua mau ngantar foto, ke client, mungkin lagi sial ato apa, gua lewat tempat yang g byasanya gua lewatin, gua belok kanan terus lurus di jalanan kota malang, tiba2 dari belakang muncul si jaket hijau, siapa lagi kalau bukan satlantas, gua di tegur suruh minggir, gua g tau salah gua apa disitu, helm standar semua perlengkapan standar,  hanya saja gua tidak bawa SIM karena gua emang g  punya, dengan wajah tanpa dosa dua minggir, ditanya bla bla bla formalitas polisi, setelah itu gua di bawa di pos pilisi dekat situ, di tanyai bla bla bla formalitas lagi, masuk ke intinya kamu kena 2 pasal, langgar lalin dan g punya SIM, aya ksih 2 pilihan, kata si polisi, sidang tanggal 6 atau nitip sidang bayar sekarang, dari situ gua tau , kalo semua yang di bicarakan orang2 yang sudah pernah kena tilang, semua polisi sama saja, kaya cewek patah hati bilang ke cowok, semua cowok itu sama saja,,,, benar emnag ungkapan itu, masih hangat cerita KPK VS POLISI, dua lembaga negara yang seharusnya berdampingan malah saling sikut saling tuduh, semua mengaku demi rakyat (kaya jokowi dan prabowo waktu kampanye), semua demi keadilan, inilah kebobrokan instansi pemerintah, g hanya dari yang kalangan bawah tapi juga merata sampai atas,  banyak yang sebenarnya benar malah dimusuhi, yang sebenarnya salah malah di dukung, mungkin kiamat sudah dekat, atau cuma liku2 dunia ini saja, ,,,,,,,<br />  saat itu polisi menawarkan 2 pilihan yang menurut gua sebagai mahasisiwa juga sebagai pekerja cukup di buat pusing, pasalnya gua lagi bokek, juga kalo gua milih sidang gua pasti di omelin sama bos,,,, dengan berbagai pertimbangan, mulai dari timbangan gram graman sampai ton ton an, gua pikir gua pilah dan ternyata jawaban yang gua lontarkan malah membuat mereka tersenyum lebar, merasa dirinya menang telak, gua yang terpojok dan kalah telak cuma bisa tersenyum kecut, dalam hati mampus aja lo,,,,, apa boleh buat nasi sudah menjadi bubur, dan bubur itu enak tapi hambar tanpa sambal, dengan hati yang terbakar rasa benci gua melangkah kan kaki keluar pos tersebut denngan perasaan kesal, gua lanjutin perjalanan, disitu gua sadar kalu tindakan gua hanya memupuk kebobrokan negri ini, gua hanya menggelembungkan perut mereka, gua merasa kesal pada diri gua sendiri, apakah indonesia akan terus seperti ini, apakah lebih hancur lagi atau tambah lebih hancur,,,,,,<br />demikian sekelebat uneg2 yang mau gua sampaikan , dan berharap bisa nambah rating blog gua juga biar dapat bayaran pengganti uang gua yang melayang, :v ngenes mbloooo</div> </p>

ironi memang, saat keadilan ini di gadaikan dengan yang namanya uang, siapa yang g butuh uang, siapa yang g butuh makan, uang adalah segala...

cara membuat permainan ular tangga dengan flash

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mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style> <![endif]--><!--[if gte mso 9]><xml> <o:shapedefaults v:ext="edit" spidmax="1027"/> </xml><![endif]--><!--[if gte mso 9]><xml> <o:shapelayout v:ext="edit"> <o:idmap v:ext="edit" data="1"/> </o:shapelayout></xml><![endif]--> <br /> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"> <b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman";">Cara membuat permainan Ular tangga </span></b></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Saat anda kecil pasti sering memainkan jenis permainan ini. Ular Tangga adalah jenis permainan di mana pemain menggerakkan karakternya sesuai dengan nilai dadu. Apabila karakter menyentuh tangga bagian bawah maka karakter akan bergerak ke atas sampai ujung bagian atas tangga. Apabila karakter menyentuh kepala ular maka karakter akan turun sampai ekor ular. Pada tutorial kali ini kita akan membuatnya untuk dimainkan oleh 2 orang.<br /> 1. Buatlah sebuah </span><a href="http://warungflash.com/2009/04/tampilan-flash/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">flash document</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.<br /> 2. Klik tombol Insert Layer di </span><a href="http://warungflash.com/2009/05/timeline/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">timeline</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> sebanyak 4 kali. Ubah nama masing-masing layer berdasarkan urutan paling atas menjadi script, pemain, ular tangga, angka, kotak.</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><img alt="" 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" /> </span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/timeline.png"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"><br /></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3. Klik frame 1 layer kotak. Buatlah sebuah persegi di </span><a href="http://warungflash.com/2009/04/stage/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">stage</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">. Seleksi persegi tersebut dan tekan F8. Pada panel yang muncul masukkan kotak sebagai name dan movie clip sebagai type serta pastikan titik registrationnya berada di tengah-tengah lalu tekan ok.<br /> 4. Buka </span><a href="http://warungflash.com/2009/04/panel-library/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">panel library</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dengan menekan Ctrl+L pada keyboard. Drag movie clip kotak di </span><a href="http://warungflash.com/2009/04/panel-library/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">panel library</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> ke </span><a href="http://warungflash.com/2009/04/stage/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">stage</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">hingga movie clip kotak di </span><a href="http://warungflash.com/2009/04/stage/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">stage</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> berjumlah 100.<br /> 5. Klik salah satu kotak dan tekan Ctrl+F3. Pada panel properties yang muncul masukkan kotak1 sebagai instace name. Klik salah satu kotak lagi dan berikan kotak2 sebagai instace name. Lakukan hal ini pada seluruh movie clip kotak hingga masing-masing movie clip kotak memiliki instance name.<br /> 6. Letakkan seluruh movie clip kotak seperti gambar di bawah ini dan perhatikan instace name penempatannya:</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/kotak.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">7. Klik frame 1 layer angka. Buatlah 10 buah static text bertuliskan angka dari 1-100 dan tempatkan seperti pada gambar di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/angka.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">8. Klik frame 1 layer ular tangga. Buatlah 4 buah tangga (gunakan </span><a href="http://warungflash.com/2009/05/toolbox/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">line tool</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> untuk membuatnya) dan 4 buah ular (gunakan </span><a href="http://warungflash.com/2009/05/toolbox/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">brush tool</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dengan tebal garis 10 untuk membuatnya) seperti gambar di bawah ini dan juga perhatikan penempatannya :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/ular-dan-tangga.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">9. Klik frame 1 layer pemain. Buatlah sebuah lingkaran kecil berwarna merah. Seleksi lingkaran tersebut dan tekan F8. Pada panel yang muncul masukkan pemain1 sebagi name dan movie clip sebagai type serta pastikan titik registrationnya berada di tengah-tengah lalu tekan ok.<br /> 10. Seleksi movie clip pemain1 dan masukkan pemain1 sebagai instance name pada panel properties.<br /> 11. Buatlah sebuah lingkaran kecil berwarna biru. Seleksi lingkaran tersebut dan tekan F8. Pada panel yang muncul masukkan pemain2 sebagi name dan movie clip sebagi type serta pastikan titik registrationnya berada di tengah-tengah lalu tekan ok.<br /> 12. Seleksi movie clip pemain2 dan masukkan pemain2 sebagai instance name pada panel properties.<br /> 13. Buatlah sebuah objek seperti gambar di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/dadu0.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">14. Seleksi objek tersebut dan tekan F8. pada panel yang muncul masukkan dadu_btn sebagi name dan movie clip sebagai type lalu tekan ok.<br /> 15. Seleksi movie clip dadu_btn di </span><a href="http://warungflash.com/2009/04/stage/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">stage</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dan masukkan dadu_btn sebagai instance name pada panel properties.<br /> 16. Klik 2 kali movie clip dadu_btn untuk masuk ke dalam stagenya. Seleksi frame 2 sampai frame 7 dan tekan F6 pada keyboard.</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <span style="mso-ignore: vglayout;"><a href="https://www.klikrupiah.com/index.php?ref=grimojov"><br /></a></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">17. Ubah bentuk objek di frame 2 menjadi seperti di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/dadu1.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">18. Ubah bentuk objek di frame 3 menjadi seperti di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/dadu2.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">19. Ubah bentuk objek di frame 4 menjadi seperti di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/dadu3.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">20. Ubah bentuk objek di frame 5 menjadi seperti di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/dadu4.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">21. Ubah bentuk objek di frame 6 menjadi seperti di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/dadu5.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">22. Ubah bentuk objek di frame 7 menjadi seperti di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/dadu6.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">23. Klik frame 1 dan tekan F9. Pada panel </span><a href="http://warungflash.com/2009/05/actions/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">actions</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yang muncul masukkan script berikut :</span></div> <table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-yfti-tbllook: 1184;"> <tbody> <tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="background: #DDEEFF; border-right: solid #B0BEC7 1.0pt; border: none; mso-border-right-alt: solid #B0BEC7 .75pt; padding: 1.5pt 3.0pt 1.5pt 3.0pt; width: 11.25pt;" valign="top" width="15"> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">1</span></div> </td> <td style="padding: 1.5pt 3.0pt 1.5pt 3.0pt;" valign="top"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #0066cc; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">stop</span><span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">()</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">;</span></div> </td> </tr> </tbody></table> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">24. Tekan Ctrl+E untuk kembali ke </span><a href="http://warungflash.com/2009/04/stage/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">stage</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> scene 1. Klik frame 1 layer pemain dan buatlah sebuah </span><a href="http://warungflash.com/2008/12/dasar-dasar-membuat-tombol/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">button</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">bertuliskan Jalankan. Seleksi </span><a href="http://warungflash.com/2008/12/dasar-dasar-membuat-tombol/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">button</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> tersebut dan masukkan jalankan_btn sebagai instance name pada panel properties.<br /> 25. Buatlah sebuah dynamic text dengan Var giliran tampil.<br /> 26. Tempatkan seluruh objek yang dibuat tadi seperti gambar di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/letak-frame1.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">27. Seleksi frame 2 dan 3 pada layer script dan pemain lalu tekan F7. Klik frame 2 layer pemain dan buatlah sebuah </span><a href="http://warungflash.com/2008/12/dasar-dasar-membuat-tombol/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">button</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> bertuliskan Coba lagi. Seleksi </span><a href="http://warungflash.com/2008/12/dasar-dasar-membuat-tombol/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">button</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> tersebut dan masukkan coba_lagi sebagi instance name di panel properties.<br /> 28. Masih di frame 2 layer pemain, buatlah sebuah static text bertuliskan Pemain 1 menang. Tempatkan static text dan </span><a href="http://warungflash.com/2008/12/dasar-dasar-membuat-tombol/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">button</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> di frame 2 layer pemain seperti gambar di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/letak-fram2.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">29. Klik frame 2 layer pemain dan buatlah sebuah </span><a href="http://warungflash.com/2008/12/dasar-dasar-membuat-tombol/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">button</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> bertuliskan Coba lagi. Seleksi </span><a href="http://warungflash.com/2008/12/dasar-dasar-membuat-tombol/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">button</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> tersebut dan masukkan coba_lagi sebagi instance name di panel properties.<br /> 30. Masih di frame 2 layer pemain, buatlah sebuah static text bertuliskan Pemain 2 menang. Tempatkan static text dan </span><a href="http://warungflash.com/2008/12/dasar-dasar-membuat-tombol/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">button</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> di frame 2 layer pemain seperti gambar di bawah ini :</span></div> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <a href="http://warungflash.com/wp-content/uploads/2009/05/letak-frame3.png"><img alt="" src="data:image/png;base64,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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">31. Klik frame 1 layer script dan tekan F9. Pada panel </span><a href="http://warungflash.com/2009/05/actions/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">actions</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yang muncul masukkan script berikut :</span></div> <table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-yfti-tbllook: 1184;"> <tbody> <tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="background: #DDEEFF; border-right: solid #B0BEC7 1.0pt; border: none; mso-border-right-alt: solid #B0BEC7 .75pt; padding: 1.5pt 3.0pt 1.5pt 3.0pt; width: 11.25pt;" valign="top" width="15"> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">1</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">2</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">3</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">4</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">5</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">6</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">7</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">8</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">9</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">10</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">11</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">12</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">13</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">14</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">15</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">16</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">17</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">18</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">19</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">20</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">21</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">22</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">23</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">24</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">25</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">26</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">27</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">28</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">29</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">30</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">31</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">32</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">33</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">34</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">35</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">36</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">37</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">38</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">39</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">40</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">41</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">42</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">43</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">44</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">45</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">46</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">47</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">48</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">49</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">50</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">51</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">52</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">53</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">54</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">55</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">56</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">57</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">58</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">59</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">60</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">61</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">62</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">63</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">64</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">65</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">66</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">67</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">68</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">69</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">70</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">71</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">72</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">73</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">74</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">75</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">76</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">77</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">78</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">79</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">80</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">81</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">82</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">83</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">84</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">85</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">86</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">87</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">88</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">89</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">90</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">91</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">92</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">93</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">94</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">95</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">96</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">97</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">98</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">99</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">100</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">101</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">102</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">103</span></div> </td> <td style="padding: 1.5pt 3.0pt 1.5pt 3.0pt;" valign="top"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #0066cc; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">stop</span><span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">()</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">dadu = <span style="color: #cc66cc;">0</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">ubah_nilai = <span style="color: #cc66cc;">0</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">waktu_ganti = <b><span style="color: black;">false</span></b>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">giliran = <span style="color: red;">"pemain1"</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">pemain1.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">0</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">pemain2.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">0</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">pemain1.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">0</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">pemain2.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">0</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">jalankan_btn.<span style="color: #0066cc;">enabled</span> = <b><span style="color: black;">false</span></b>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">jalankan_btn.<span style="color: #0066cc;">_alpha</span> = <span style="color: #cc66cc;">20</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #0066cc; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">onEnterFrame</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"> = <b><span style="color: black;">function</span></b> <span style="color: #66cc66;">()</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>giliran_tampil = giliran;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #0066cc;">trace</span><span style="color: #66cc66;">(</span>dadu<span style="color: #66cc66;">)</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">}</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">dadu_btn.<span style="color: #0066cc;">onPress</span> = <b><span style="color: black;">function</span></b><span style="color: #66cc66;">()</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">this</span>.<span style="color: #0066cc;">_currentframe</span> == <span style="color: #cc66cc;">1</span><span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span><span style="color: #0066cc;">this</span>.<span style="color: #0066cc;">gotoAndStop</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">random</span><span style="color: #66cc66;">(</span><span style="color: #cc66cc;">6</span><span style="color: #66cc66;">)</span>+<span style="color: #cc66cc;">2</span><span style="color: #66cc66;">)</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>jalankan_btn.<span style="color: #0066cc;">enabled</span> = <b><span style="color: black;">true</span></b>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>jalankan_btn.<span style="color: #0066cc;">_alpha</span> = <span style="color: #cc66cc;">100</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>dadu = <span style="color: #cc66cc;">0</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">this</span>._currentframe<span style="color: #66cc66;">></span><span style="color: #cc66cc;">1</span><span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>dadu = <span style="color: #0066cc;">this</span>._currentframe-<span style="color: #cc66cc;">1</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">}</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">jalankan_btn.<span style="color: #0066cc;">onPress</span> = <b><span style="color: black;">function</span></b><span style="color: #66cc66;">()</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span>giliran == <span style="color: red;">"pemain1"</span><span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>pemain1.<span style="color: #006600;">nomor</span> += dadu;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span>giliran == <span style="color: red;">"pemain2"</span><span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>pemain2.<span style="color: #006600;">nomor</span> += dadu;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>ganti_pemain<span style="color: #66cc66;">()</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>dadu_btn.<span style="color: #0066cc;">gotoAndStop</span><span style="color: #66cc66;">(</span><span style="color: #cc66cc;">1</span><span style="color: #66cc66;">)</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>jalankan_btn.<span style="color: #0066cc;">enabled</span> = <b><span style="color: black;">false</span></b>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>jalankan_btn.<span style="color: #0066cc;">_alpha</span> = <span style="color: #cc66cc;">20</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">}</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #b1b100; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">for</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"> <span style="color: #66cc66;">(</span>i=<span style="color: #cc66cc;">1</span>; i<span style="color: #66cc66;"><</span><span style="color: #cc66cc;">3</span>; i++<span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">onEnterFrame</span> = <b><span style="color: black;">function</span></b><span style="color: #66cc66;">()</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>ulartangga<span style="color: #66cc66;">()</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">this</span>.<span style="color: #006600;">temp_nomor</span><span style="color: #66cc66;"><</span>this.<span style="color: #006600;">nomor</span><span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #0066cc;">this</span>.<span style="color: #006600;">temp_nomor</span>++;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span><span style="color: #0066cc;">this</span>.<span style="color: #0066cc;">_x</span> = <span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"kotak"</span>+<span style="color: #0066cc;">this</span>.<span style="color: #006600;">temp_nomor</span><span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">_x</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span><span style="color: #0066cc;">this</span>.<span style="color: #0066cc;">_y</span> = <span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"kotak"</span>+<span style="color: #0066cc;">this</span>.<span style="color: #006600;">temp_nomor</span><span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">_y</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #66cc66;">}</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">}</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <b><span style="color: black; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">function</span></b><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"> ganti_pemain<span style="color: #66cc66;">()</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>waktu_ganti = <b><span style="color: black;">true</span></b>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span>waktu_ganti == <b><span style="color: black;">true</span></b> <span style="color: #66cc66;">&&</span> giliran == <span style="color: red;">"pemain1"</span><span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>giliran = <span style="color: red;">"pemain2"</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>waktu_ganti = <b><span style="color: black;">false</span></b>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span>waktu_ganti == <b><span style="color: black;">true</span></b> <span style="color: #66cc66;">&&</span> giliran == <span style="color: red;">"pemain2"</span><span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>giliran = <span style="color: red;">"pemain1"</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span>waktu_ganti = <b><span style="color: black;">false</span></b>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">}</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <b><span style="color: black; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">function</span></b><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"> ulartangga<span style="color: #66cc66;">()</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #b1b100;">for</span> <span style="color: #66cc66;">(</span>i=<span style="color: #cc66cc;">1</span>; i<span style="color: #66cc66;"><</span><span style="color: #cc66cc;">3</span>; i++<span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">temp_nomor</span> == <span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">nomor</span><span style="color: #66cc66;">)</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><i>//tangga</i></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">hitTest</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span>.<span style="color: #006600;">kotak7</span><span style="color: #66cc66;">))</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">36</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">36</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">hitTest</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span>.<span style="color: #006600;">kotak40</span><span style="color: #66cc66;">))</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">59</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">59</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">hitTest</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span>.<span style="color: #006600;">kotak45</span><span style="color: #66cc66;">))</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">78</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">78</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">hitTest</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span>.<span style="color: #006600;">kotak53</span><span style="color: #66cc66;">))</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">71</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">71</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><i>//ular<span style="mso-spacerun: yes;">       </span></i></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">hitTest</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span>.<span style="color: #006600;">kotak49</span><span style="color: #66cc66;">))</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">13</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">13</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">hitTest</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span>.<span style="color: #006600;">kotak64</span><span style="color: #66cc66;">))</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">23</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">23</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">hitTest</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span>.<span style="color: #006600;">kotak89</span><span style="color: #66cc66;">))</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">5</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">5</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">hitTest</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span>.<span style="color: #006600;">kotak97</span><span style="color: #66cc66;">))</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">nomor</span> = <span style="color: #cc66cc;">66</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #006600;">temp_nomor</span> = <span style="color: #cc66cc;">66</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><i>//menang<span style="mso-spacerun: yes;">       </span></i></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #b1b100;">if</span> <span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span><span style="color: #66cc66;">[</span><span style="color: red;">"pemain"</span>+i<span style="color: #66cc66;">]</span>.<span style="color: #0066cc;">hitTest</span><span style="color: #66cc66;">(</span><span style="color: #0066cc;">_root</span>.<span style="color: #006600;">kotak100</span><span style="color: #66cc66;">))</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">    </span><span style="color: #0066cc;">gotoAndStop</span><span style="color: #66cc66;">(</span>i+<span style="color: #cc66cc;">1</span><span style="color: #66cc66;">)</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">   </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">  </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #66cc66;">}</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">}</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div> </td> </tr> </tbody></table> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">32. Klik frame 2 layer script dan tekan F9. Pada panel </span><a href="http://warungflash.com/2009/05/actions/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">actions</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yang muncul masukkan script berikut :</span></div> <table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-yfti-tbllook: 1184;"> <tbody> <tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="background: #DDEEFF; border-right: solid #B0BEC7 1.0pt; border: none; mso-border-right-alt: solid #B0BEC7 .75pt; padding: 1.5pt 3.0pt 1.5pt 3.0pt; width: 11.25pt;" valign="top" width="15"> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">1</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">2</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">3</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">4</span></div> </td> <td style="padding: 1.5pt 3.0pt 1.5pt 3.0pt;" valign="top"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #0066cc; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">stop</span><span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">()</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">coba_lagi.<span style="color: #0066cc;">onPress</span> = <b><span style="color: black;">function</span></b><span style="color: #66cc66;">()</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #0066cc;">gotoAndStop</span><span style="color: #66cc66;">(</span><span style="color: #cc66cc;">1</span><span style="color: #66cc66;">)</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">}</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">;</span></div> </td> </tr> </tbody></table> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">33. Klik frame 3 layer script dan tekan F9. Pada panel </span><a href="http://warungflash.com/2009/05/actions/" target="_blank"><span style="color: #ff6600; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">actions</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yang muncul masukkan script berikut :</span></div> <table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-yfti-tbllook: 1184;"> <tbody> <tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="background: #DDEEFF; border-right: solid #B0BEC7 1.0pt; border: none; mso-border-right-alt: solid #B0BEC7 .75pt; padding: 1.5pt 3.0pt 1.5pt 3.0pt; width: 11.25pt;" valign="top" width="15"> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">1</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">2</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">3</span></div> <div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: right;"> <span style="color: #666666; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">4</span></div> </td> <td style="padding: 1.5pt 3.0pt 1.5pt 3.0pt;" valign="top"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #0066cc; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">stop</span><span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">()</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">coba_lagi.<span style="color: #0066cc;">onPress</span> = <b><span style="color: black;">function</span></b><span style="color: #66cc66;">()</span> <span style="color: #66cc66;">{</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="color: #0066cc;">gotoAndStop</span><span style="color: #66cc66;">(</span><span style="color: #cc66cc;">1</span><span style="color: #66cc66;">)</span>;</span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="color: #66cc66; font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">}</span><span style="font-family: "Courier New"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">;</span></div> </td> </tr> </tbody></table> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">34. Tekan Ctrl+Enter untuk melihat hasilnya.</span></div> <div align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> <span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tekan tombol Putar dadu terlebih dahulu lalu tekan tombol Jalankan</span></div> <div class="MsoNormal"> <br /></div> </div> </p>

Cara membuat permainan Ular tangga Saat anda kecil pasti sering memainkan jenis permainan ini. Ular Tangga adalah jenis permainan di...