A recreation of minesweeper? Yes, I decided it's finally time. Now with an explanation: The goal is to click everything but the mines. Clicking a mine causes you to lose! The numbers tell you how much mines are around it, including diagonals. Pressing space places a flag on the tile. Flags are used to mark mines. Tiles with flags can't be clicked. To remove a flag, press space again. Variation specific: This is a combination of Minesweeper 1 (Custom) and Minesweeper 4 (Square Root). Diagonal mines are worth the square root of 2 mines, and press the "New game" button to start a new game.data:image/png;base64,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A recreation of minesweeper? Yes, I decided it's finally time. Now with an explanation: The goal is to click everything but the mines. Clicking a mine causes you to lose! The numbers tell you how much mines are around it, including diagonals. Pressing space places a flag on the tile. Flags are used to mark mines. Tiles with flags can't be clicked. To remove a flag, press space again. Variation specific: This is a combination of Minesweeper 1 (Custom) and Minesweeper 4 (Square Root). Diagonal mines are worth the square root of 2 mines, and press the "New game" button to start a new game.

what's your name?

Alert!

choose!

title

§_objectsMenuoption

leftleft righthey!

open my definition to look at examples how to use the menu blocks

thing

gamegame flagt0!gameflag

gamegame flagt0!

clickclick flagclick

gamet

flag

clickclick flag

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leftleft right top bottom

This block creates new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in 'names' list). If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.

pt:cria as variáveis _ _ ca:crea les _ variables _ es:crear las _ variables _ de:erstellen _ var _ globalglobal sprite script

This block deletes all the variables with the names given (inside input list). Each name will make only one variable deletion, and this will be the variable found following the scope order: 'script' -> 'sprite' -> 'global'. If we have a "testing" sprite variable and also a "testing" global one, deleting "testing" will delete only the sprite one (Yes! we can also do "delete var (testing, testing)" to delete both. If one variable does not exists (in any scope) an error happens, stopping block action in that point. You can check it before with the "does var (name) exists?"block.

pt:remove as variáveis _ ca:esborra les variables _ es:borrar variables _ de:löschen var _

This block sets the given value (last input) to the variable named with the name givent (var input). It looks for that variable following the scope order 'script' -> 'sprite' -> 'global' (the first match it finds). If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the "does var (name) exists?" block.

ca:assigna a _ el valor _ es:asignar a _ el valor _ pt:altera _ para _ de:setze var _ auf _ §_getVarNamesDict

This block reports the value of the variable with the name given. It looks for that variable following the scope order 'script' -> 'sprite' -> 'global' (the first match it finds). If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the "does var (name) exists?" block.

pt:o valor de _ §_getVarNamesDict

This block reports "true" if there is a variable with this given name (input slot) in that context. It can be a global, sprite or script variable. Otherwise it reports "false".

pt:a variável _ existe ca:existeix la variable _ ? es:existe la variable _ ? de:existiert var _ ? err_reset

This block turns on (show) the watcher view on stage (if it was not already activated) of the variable with the given name (slot input). It can only access to the closest variable scope (if there different variables with the same name in different scopes) following the order 'script' -> 'sprite' -> 'global'. No errors if that variable does not exist.

ca:mostra la variable _ es:mostrar variable _ pt:mostra a variável _ de:zeige var _ §_getVarNamesDict

This block turns off (hide) the watcher view on stage (if it was not already activated) of the variable with the given name (slot input). It can only access to the closest variable scope (if there different variables with the same name in different scopes) following the order 'script' -> 'sprite' -> 'global'. No errors if that variable does not exist.

ca:amaga la variable _ es:esconder variable _ pt:esconde a variável _ de:verstecke var _ §_getVarNamesDict

§_getVarNamesDict1

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gamet00

world2141 last

minesmines

ftrue

t0!

true

de:Kostüm aus Text _ Größe _ pt:um traje com o texto _ de tamanho _ ca:vestit amb el text _ i mida _ A72

§_costumesMenu2002Use this block to make "clickable" buttons:

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4A3NPzUZlREXBtPlaPGZySD3M2QNX6c0ugt+4N8P3s6zDYb/d/7pguATiOlmPzSpe2V3EgSv/v2V8vgJ6t39WffyaAPPzXkdsPgA8E4HSJ0OszBCsdVwyd7b/jJUAVgLPLBwfwY/k1A+CS/op+KzigUe1vAXA8DHMAHrmEf/XnPzLAVhg/in4AeFEAPzMfsOWASpl5znIWdPz8D+963z6/y/zz00jifMCKfis4kFHt9wLwnv156Hf151cA4qH/lesHwAsDOI084+jz9t+OmyByTi6N+NLI5GwAtiKvPf179VvFgY1ofy2Ab2ehRwehWJ9xhSG7gv17LMGv8Pw9btBT/6vWD4B7ej4qM+odcJx5aHQEkHMApToflgrf379Owvr4+GhSMgzeFZagQwRkvXtsAXCtfqsC2KP9CoA96rcMcoV8sLlXILlDX3LPAgCPvwsbAFuj1Lh+FgDnou0UOKkUV4iAU11iSLd8xnIEB7r3GVJL+3vTCXrVXzukR/XfUZ+/VrcRKxCtdXuvAM6qHwD3KD8gAl4hHWHp8IMf4P1MUn02AJees6RL71nQo75jbTXlGgBlwRv1fy6C9wRQT/21OvD8x48gV1lBqrW5dAURAPcolwGwklVnlXzACoB7n1/NJ6uW37qy5izonJkAYF8H3mN/ng746vW3ukKWwHX7B8CtVpfcTz5g8gGLJkRxFECBiyoAgMWOV9IRblX3Ro5is92KK+kA3Rox8YeO3n8TpTtF1ar9Yz+nMIPuhwDA3dLdCyoATvMB//vvv02t+e+//273e31HV7sEFxp5hnzAigPN5XNu6UCW8PQlPE/7b+m77d54D0Rr2Xjy7TV+W9uA/c23PwDcarWZJejtT72f4cQOxBvALZ+B3NqRJKW3pIkB3Pv8sz9DUuvfA0Cr/pbe6XUc6FgHWtN/2I9fAHBF+wfArb3+BAD//ffft1pSIKd/34uAn5WPVHVARy9fAnCP/q2mCIDHAbi2/1T7xX6uDXAA3Or1ngTgUjS8QThcKwH4mflIVQd09PI5B9qrf6spAuAxAG7pP9V+sR8A3Drun3l/ciT+M6uuq8vzII4cdHPRcPib5YBrltBiB9CTD1Z1QEcvzxL0eR1ozfhR7Rf7Oa/9WATZ/DcRsKWScd0DwH/99ddLHNmGKgNow/8HQHsDWMmHqjqgo5fHgZ7XgQLgfednBQCWa6U8ALZsxLw+EsBb5c+IgJV8qEcHqNp+AAyANxvo3YSI/ZzXfix4EAFbClVc9wJwXFUuGs5FxdYMsmYGv/2ulY7t5iQy2WrOcBQlAL62A1QBiP1gP8pnZCxBV0B275YRALaaNGIJOq4zzQp05nzAOFAcaMmB1kxgsR/sBwBbxBp43QPAWwfu7Xremh9f9wawko9UdUBHL69GUHvlLbO1VkAor73DBMCaftifrR8RsGUlxvWRAH7WJqwr5wNWJwAA+LwREAC2AcIEUrN/ALwIgNMoN33n2xIBe6aDKyWp39rHO+B7L6VLUL36t5oiEfBzvgMO/fL+/vHQRR72j/1oADv6BAAAt3q95H6vCDgGsLoJqxcAtUdRxvls1Qjy6OVxoOdzoC3jR7Vf7Od89lOLFHZB1yq1c18AsJLVJERQ6Xe+paMov2fkvhGAAuDe51fz+c4uf/QZOO3XAKDaH/pr+h9dPyJgEcLkAz52PuDNgfZOHkTTofgJFMB+TtCJEx8BAIviK+kIxaopvoACwHuBTqAJKHBQBQCw2HEKgDfnreajpfw/3T3ooX+8BOadTtJ6sNU2YdW+wgjPtaWz9FxCVOtXy1v9lV5P+292/Wr7Kd+mAO+A2/TK3q1uwlI3cVD+DuDeowBV/QDw9zs8b4DUfAYU66/Wr5ZPHcSz29/qzlabwF2x/UTArb2e3A+A5wJQBahaPgdgj3zONWa5mgMNAAu75FOgpX/fi4Br8/HmANxb/9HbX2Mz8T2r2c8V2w+AW3sdAN8UCINXBdjRy5cArORzrjXJ1RxoDLBSNLnBMVwrAbglH28JwD31H739tXYT7lvNfq7YfgDc2usAGABHExBrCVrJZmWZ5moOtCefdKzfiCXcXDQcf8duLWG3lJ/dfste0uur2c8V2w+AW3sdAAPgBMCj8jlbprmKA1XySXsAWK1fLa8kc9ief1T9R7EfJZnBnv0c4fkBsNVLxnXeAfMOuATgzXSuEAEr+aRHALh0fGr6jjdMYI7e/isDDACLADOK/xr78/qvA2AAvAE4/qceJVprlStFwHGbcwAs5ZP2ArBSv5IPe4X2A+C32iHzcN8K44cIuKvrvgsBYACcAtgyqdp0ktbvrOBAwhLqHgD38kk/A2BW/RaArfIeS9Aj9DuK/Vx5AgGALStlCTqrALug7+dwB4CMyOdsmeYqAFbySXsA2KP+HGRLn1GFfrH0b/kOeET9R7Ifq62565b+1m+uUB4AW70EgAFwRoEwePcArOZztkxzBQcSnj8FSClqfIj03veTiSgAa63/6O23bOWsANubwFmarDB+ALDVSwAYAFcAeLslFwVfYRNWWELc+wypBQAt6QBjB6zWr5b/XhF5LYyZn/mEPdvf6spWANDRAaq2HwC3Wm1yP++AeQecSydpLUlvZnQ2B1h7lGPpO9wRAMuC/+Meefeexbxq+1td2dns74jPD4Bbe60A4N6sOGo+UcrfJwCz9I9nwLPzObeasrcD9gJw7XN4A/To7a/VLdzn3f/U36YAyRja9MrereYDVvOJUl7L56vq52BC/AQKoMBFFSACFjteSUcoVk3xBRTojbwXaPoSTVDSaSorH0s8PI24vAIAWDQBBcAe+WgVB0b9ej7meAm61ZR6l1BDPavl0+15ftV+PfXvaT/1f6ejRL82BViCbtOruAS9XZiVj/bo2YSO3v49B9zyGc3td17bTvSxAHyE+tX+99S/1R3wDnX/MzJLT/R7fyECtqzEuM4uaHZB507ymZHPNjbVo9Q/CsA9z9/qCgAIAFZXQABw66hL7gfAADgF8Kx8tsE0j1T/CAD3Pn+rKwDAABgAt44a5/sBMABWzwKuOchiZDKDmfWPAHA6EXl/fzwAI1wHoABUBahanghYBDIABsAqgEflg619BzyzfgDMJiaSMYgQGlicdIQFcUmGcJ+9qw5cLe+xCeis+WhrJgAr6H9lAKgRHOW1CRQRsDh7IAImAvaIgGMzPFo+XeX5AbDmwAHgsfUDwAD4pgCfUeXfE5bMI82GlLuvJgLcyp01H23N8wPgYwOECYDWfwAYAANgYQLisQTtkc9WmQDMrB8Aaw4cAB5bPwAMgAHwggBuzWfrDeBn1Q+Ajw0QJgBa/wFgAAyAnQE8K59tMOUj1T8CwL3P3+oK+IyJz5jUCQgAbh11yf1swmITlnUQRzCZ9HvU3rOgV89H2wJAAKxFUCoAKD9XfwDsBODerDjk852bz1fV39OB1Z4FbQG41qRHTQBa6l9J/9p2f0+oiAA97f+K+gPg1l7PRMC98N1+Ss1HS3nyAYsmPLW4ar9TG0/lKCAqAIBFAZV0hGLVFEcBWQFl8ihXzg+gwMUVAMCiASgAJh+vno9XzSd79fKeS4i1S+hhyFnpFK2h2buEPqp+q73pdTZxsYQPgFtHTWYJevsTB1n0HWShbsKhvLYJbg/ANQdpxOW9ATy7fss1AFAAqk5gAbA1yozr7ILWAABA5+pXciA9+XQDgMMmsRTI6d/3IuDZ9de4BQAMgAFwzUgZeA8AngsQAK7pn3Mgvfl0YwCXouENwuFaCcCz6691FwAYAAPg2tEy6D4ArAEAgM7Vb/QSdC4arv2MymMJWqnfchkAGAADYGuUDL4OgOcCBIBr+nsAeGY+4a39o+q3XAcABsAA2Bolg68DYA0AAHSufiMAnEuneKvn9e02Gr0j4FH5lC3XAYABMAC2Rsng6wB4LkAAuKa/F4DjYXaWfMaW6wDAABgAW6Nk8HUArAEAgM7V7xkALmVWsgBW+w54VD5ly3VY7af8vgLo9/7CZ0jWKDGuA+C5AAHgmv4eAJ6ZTzi0Pwf50mdQYUgDACJYNYJVywNgAHxTgINErnmQyCgAPyufcAnAHvVbrgGAA3AAbI2SwdeJgLUIjAh2rn45B9KSTjAun/v2t7QhaytXAtjs+mtdBgAGwAC4drQMug8AzwUIANf0Hw3g3LCzdkF7Arin/lpXAYABMACuHS2D7gsA7s0qo+ZDpfyx8wnP7j/VgVgR8DMBWHsWtTUBqHUVABgAq+OHd8C1o61w3wbgXvhuP6nmQ6X83HzAR9dfNH+KowAKCAoAYEG8raiSjlCsmuIo8KJM/pAPBVBgrgIAWNRfATD5gMkHrOYjVpfAepaQw5DxzufbOhRZAmYJ2NP+Z9gfAG5VPbmfTVjaJiA2UWn6lRyQ9Q3sVo6E9gDs6AA7evsBMAC+KcB3wMf8DjjngPZSAcbmXgKwRz7fmmFFBMsE4OgAVdsPgGs8xc49RMBaBEcErOmXOgDrRKj4u9w9ACv5fGuHFAAGwCrAjl4eANd6i8J9AFgDCADW9CsBOD0AI81EVLsETT7dsoNgAsEEQp0AAGAAzBL0gZfgax3AHoDJp3tPk9j6DwAD4Nrxl7OtzX4AcOuoS+4nAtYiOCJgTb8aB2BlIyKfLgDucYNMQPQJCADusbyoDADWAAKANf0sAO8lJQgO1Ernd6vj9RtSnCR1dwAASAeQZb977vkM+gNgAMwS9AmXoFs+Q7IAbEXQWzrCnn9ncKBXBwjP//Ki2D8A7vEcRMBfs38iWC2CVfXLOcCaVHxpBGftnr7d/3GPeMI/AEoECIABsIhQrThL0HMBpALs6OVTB1gLXwvANb8DgAEwAAbAGkHF0gAYAG8mNOsgkz0A50y75jvghyg3iXqJgFkBYAXkroDHBJQlaAB8U2AWQI4egc5u/2gA70HcwwERQWkRFPodWz8A7ATg3qw0s/PBUv+x8wl7OmDy6bY5AyYgLMGr4w8At425H3eTD5h8vL2Tr82Y1HzCovlSHAVQYKICAFgUX0lHKFZNcRQgHzA2gAIHVgAAi52nAJh8wOQD9swHXLuEHEx+tXy+s9s/u/5WV8QS+PGXwAFwq9Un97MLml3QMzexxe+gjg4Q7/a/vb3eRuv7ez7VJPmQjw8w9R3s7PIAGADfFGAX9PHzAacJF0qnYYW/rxoBe+QjDvDtAbBH/TVuhQiWCQAArhkpO/cQARMBz5zA5CLgDSBHzOcbTyCU9sfw7QWwUn+tSwHAABgA146Wwn0AGACvBuDYVI+UzzcHPaX9HkvQSv2WawHAABgAW6PEuA6AAfBsAB89n++o9tcCeFT9lmsBwAAYAFujBABnFQjOY/ZJUFevf+uco+fzHdX+XgCnSSfCAEjfsQNQAKpu4gLAAJhNWAfehBYAnFt2jv+2cj5fKx3izcl15CNuAfCR9VPS4akAobx2FCYABsAA+OQAXj2frwXg3vZ7Abi3fsu1EEETQQNga5SwBM0SdEaBVZbgQwRy9Hy+I9pfC+AtghxRv+VaADAABsDWKAHAAPiAAD5aPt+0vR7tVwDsUb/lWgAwAAbA1igBwAD4AABO35OGJpc2FG3XVwPA3mdIOSMstT/9DvhLi+RErJqTsI6kX6srW63/r9h+ANza68n9fIbEZ0ibScw6SSzeBFN7lGOAymoO2Kv9ngDOgv/jHrmtpl+rK6P98yNwANxqtQUA96akIx/vsfPxzu4/AKztQj2Tfq2uDAADYMtmflk3zL5OPmDyAfdOvjbbJR/w7BFM/SgwTwEiYFF7JR2hWDXFUeDy+YCVdI6b+SiTJ8wPBVQFALCooAJg8gGTD1gBSIBHOIih9h1qMPnVsiG1DsVtCdVTv5764yXs2eU9+j+3c7z0uzn7Ucp7tL+lD1ZYggfALT2WuZdNWGzC2sziSJuwjgLgms+I1KNI9wBaU/+ZAFxK4biBMc2wtf3/j13kn/mXN03iHMzV5aPTzmrc8hkmkAC4pqd37gHAAHg1AJ8hn21tPt8SgF/f3l6MMqM9AAAc1klEQVTCBpIAingYx3/LHeVYW/+KAO7p/70UjjURsFr+puMngHva3+PGiYBt1Q6xCWumA1YjAMofewIRA8Arn649LO93jHJgLfl8c/a7wXf71wvglvpXBXBvPmNrCTmOhHuWoPfKn8V+W8YPEXCtWoX7iICPDbCjT0ByAH6I9D6/We1JZmANjVEADvXWLAGn/RfgqwC4pf4VAaz0fwnA8YEkwZZaAFxT3jsf9Gz7rakfAFsqGdcBMACeuQKy1X3WfLY9AN70UCPgowHYs/9jzb+W5v+83N4Bf+nyuVRsAbi2vGf7W9z56Amk1ZatfgBsqQSAswqskozg6BGs2v4cgM+Sz7YXwAHCvUvQRwew0v/fy++Pb/8e3plXAPj7BcBdzb3yo/JBW64dAFsKpb1o3//0O4iAiYBXiIBzy47x366yBP3wzJ/vgns2Yd2Xll8/4fGxOwmdnY/XSud4e5bKfMp7AE6XiPci4ByAS+U9298CAABsq8UmrIJGRKD3JTE1gjx6+RAB7wH4qPlsawC4138BjFcHcEv/l5agUzeU+wwpnbTES9B75S0At7TfRsr3HQDYVgsAA+Dd6OPoAFXbf3d658xnC4D3HWQMEK98xqnmadQaL2/nANZb3qv9NlIAcItGABgAA+CMAul3rCPy6VoDdXQE0Qvg0pJwrJn1HfCRlqBzE7DefMY1nyEFu6gBcGn5e/v73gSit/2WzT6sFL2TjMHSCwADYABcAeDU0X05yWj36o9lwAUcUIjg47a1pBPMrSCoAG6pP9d+y6ntAay2bAowr/6fBWCv9iv6tZTN6d9Tnl3Qraol97MJi01Ym0kc6SjKVfMBh6HVAkCvJfzeCcDqAM65t1z/72necxLW9yTj42EDWNyedBNX7VnQq9tvLVL4DKlWqZ37AoB7s6rMzidL/cfORxwD4IoOTLXflQDa6o5+nMVceZYyAL4rPfoVitWfANhSqOI6+YDJB9w7+drMi3zAFYNs5xb00/Sj9FwFWIIW9VfSEYpVUxwFyGeLDUgKKOkcpYo/CyuTV4/6Z/8GABZ7QAEw+YDJB6w4wDQfcKspr7AE17OEHp7TOx1d7RL+qPpn9J9qf2r5M70C6Ok/ANyqWnI/m7DYhLWZxAqbsFJTrvmMZyUH6A3A1uf3rt9yLaMnQDXPr25iU8vv2V9N+1eyX6u/0+u8A25VLHM/AAbAKwL4avlsS5OP7e9xcvj4vtImpjPko63tfzWfslq+BNDa9gNgB4jt/ATfARfE4ShKjqIMppF+93rlfLZ3h3w/wzn86wFwbz7dFnc4KgJueX41n7JaPgfQlvYD4BaLa78XAAPgrAJMQKL0cJ9JB0pRYC2AWoenN0C888G2LmF612/p6a1fT/+r+ZTV8nsAbe0/S+/0+mj9rfawBG0pVHGdJWiWoDcz4R1wxWBJbgkOcFQ+2FoHPqp+S5HRAKh5fjWCVcsD4N9LB5lLN24zHgAMgAHwm8Wa3VWMUflgawC0NWxU/ZYoqwJ4a/fr29tLTT7lUe+A72A+RjpIJR0lu6CtUWJcB8AAGADrAI6HWS6hfG0+2/h3ah24lQ7vBoPKfLot7mRlAMeR6V46R9JB3rOR9fxjCbpHtaQMAAbAALjfAYUIdA/AvflgvQDcW7/lXgDwXaESwGr7TwHgXv3P6D8iYEtlIuDd5UP1O0DKaxOYsziwEflgWxz4iPot1wKAATAAtkYJAAbAGQVW2YV9VgB75INVAOxRv+VaVgVwSzrHEekgg24t/Wdpnbs+Wn+rTSxBWwpVXGcJWovgiIA1/XIAbknnN3sJLq5/7zOgFgfa+/xe9Ve4jdstowDQ8vwqQNXyZ7Lf2n4P9wHgVsUy9wNgDSAAWNPvTA6s9ihIKx9sC4CsCUAW/B/3b7BHAbTWLZXqb3n+2ePvTPZb228AuFWpnfvJB3zsfLpqPtnZ5VeKYFuHlWc+29a6cwD1mgDUtmUFgGO/2i5mdfzxDrh2tBTuIx8w+YCVlGrksxUHIMUlBVT7U8tLjT9BYQAsdqKSjlCsmuIocPl8wEo6vM18lMkT5ocCqgIAWFRQATD5gMkHrAAklw84t3O0tLSa5tOtXYINQ8a7fOtQ3JZwPfVTn7+n/fESplq/Wv7elp+nT9Xaj1pebb9afkb/AeBW1ZP72YSlbSKavQnk6PU/OPAoC1CcgGFzTNvGpfTTmt53sM8CcM1nKGr/eQIwdSU17fesXwVQKQVgtf1c0P7U/gPAAPimwKxkAqoDvXr54AD2UrjVRjDhvt58uGr5eCjW5oNV+z/nQHufv6f9nvUr+qv2o5a/6fB53Gev/mr5Gf0HgAEwAD7wBCR24DVLgHEkXFpCTqPleIiMLB/qackHOwrApUnL3vP3tL8E4J76YwD1lFftRy2vtl8tP6P/ADAABsAXAHCc4CA4qpp3uLlopPQd7t5BFrmTpazPcGqWcEcAOJ1wxNHZ9t/Wd8ipI6/Nx6zqp5bfA2iN/ajl1far5Ue8QrDGDwAGwAD4pAD+OlLwzzc0YpgEAKv5cNXyymH8HgCe2f6tP9T61fKx/vGkp9Z+1PJq+9Xyiv2p/QeAATAAPiGAX76yud4NPE4pl0bAaj5ctbziAEcAOJcOMfeO0iOCzznw1vo99f9e/n9Mxb5nPzkAX8X+1P4DwAAYAF8EwOkSXRwB55Zd47/tLSGPyqf7rCXome0PDnwV/fcAXLKfWgCf0f7U/gPAABgAnxDA23vHeAkxNfMtygpRjQWgHHzjqFotv0IEvAdA6/mV9tc4cKt+T/1LS9B79lOzBH1W+1P7DwADYAB8UgDHy6bBzOPlzXgJNefk04glXRr1LJ8bhs+KgDeAqM/f2/5bHznU79X+VPM9G8gtwfeWV9uvlp/VfwAYAAPgEwM4hXAtgEtR10Ok+H7PCpQDSGv5Xgfo8Q54Zvu99Ev17tXfOgmrZD+h/3rLq+1Xy/fan9p/ABgAA2AAfAfp50EIe8uxJQB7lE+d+I9ly/ePhz/FR1H2HiQTHOis9nvWr/bfvS37R1GOArCH/h7PH2tQY39q/wFgAAyATwDgvRywOce0dXrNd8C54dHyHXBL+RUBPLr9lgNvqb/Uzz9AkslnrNqPWr4E4Gc9f1xPSz5ltf8AsBOAe7OqzM7HSf3HzmccHMCZHGDtkIwj4N7xpzrQuHxtu8N9vWdxj5gAqfajll8JwLX96NF/ALhW7cJ95AMmH7Di/Mmnqg1A9NP0o/RcBQCwqL+SjlCsmuIogAKiAsrkaataSYe4lVfrFx//8sVn9x8AFk1QATD5gMkHrDgA7Ee3H3UJWe0/tf6eJfTg8tI9AK2usHcJdlT9Pe2f3X8AuLXXkvvJB0w+4M0kenfhqp/RUF6zvz0APvM75Jwbqql/JIBn12+5Zo+jQNXxo9oPALZ62bgOgDUHqA4AyqO/MgEqOVA1H/Hr29vXadzxOcrBnTycrfz29sPL1NafA3BvPt24EbPrr3HLewCubX/Jfzyr/wBwTU/v3AOAAYACACYQc+0nB2A1H/HmvLd/IZ1BK4Bb6i8BuPRJ0sr5jFtdcQnALfrlxt8z+w8At/Y6S9A3BYLxA5C5AEF/TX91CTHVPzhvBcDBxXgsAVv5aNXnt5bAlfot1zxiCfrZ/QeArV5mCTqrAAC+H8MIADUAztZPBdCICKoVwEfOh7unv+WaRwB4q1ONgFv6DwBbvQyAAXBGASYg55iAjABwcOK9S9AtDny71zMfcGzqtRH4qPot1zwKwM/sPwBs9TIABsAA+IcCZ5mAjAJw/Lut74B7ABx3UJq16taW6Jzv0klaaSe3AHhE/ZZrHgngZ/UfALZ6GQADYAAMgAs2sLeEHvLkzgawlU94dj7jUv2WawbAlkL69bCKo//SoF9gF/Sx3wHOfgdJ/XPt5wwRsEc+4Zx7rI2AR9VvuWwAbCmkXwfABQ3PsgQIgOYC6Or6jwBwKaKLI2HrO+B7u36mBnxY6l0gH3PQb0Q+XgsfowD8zP5jCdrqZZagWYJmCfpSS9At6ehyExjVgbfUH08gjpgPd28CZLnm2u+Aw++8V+aTfmb/AWCrlwEwAAbAAPj27fvHgw5xOsTeo0hzAPIEcG7wWpuwZtdf65JHAbim/r0VjBb9AHCN2jv3hHfAvVlNyMd77Hy89N+x+0+NwNT+V+u3IuAeANe6xN5kDNYEoLf+2nLfEfH713f8vf5b7T8A3Npryf3kAyYfsDJ41Xy2lNfsTxz+Nweu9L9aP+U1BWb3HwDW+u9FSUcoVk1xFDi8AsBrbhcq6fi2ltN/Wv8BYE0/CcDkc9XzuSoOBP3n668u4fUswYYhn+bDLSUwKLmIM+TTVcePZ/+1uuLeJfBS/8+oHwC3qp5Zgt7+1LsJ4+qfgfD81/4MqeTAUxjmTnfydsDeAG75jOimQ3RaVY1bsiYANfWr428PwDX1ewJ8hn7qBBAA11j6zj0cxHFtgKgO7Orlcw54L5VePBRLAO7Nhxvq7S0ft602H23OgT+zftX+ihOoz2+Yt+vp7vGgk/Udr+Wavft/Rv8BYKuXjesAGACzAtK/ApQ68NyxibVHKcYA7cmHq5YPrqIlH20JwD3t76l/BIB7n7/VFe8B+Fn6qf0HgFt7nSXomwKcxHWObECqA1bLlwCcLjmn0Wlsg+HghL2DKGqSEajlU1fSugQ7o37v/stFkc+OgB9WST7u47Sm/2f0HwAGwDcFeIf9eMiCZRZMQHwmIKUlzB/O8PP9aAzm0AdqPly1vEcyg+25rPfe6STEWsKtmQCcAcBH7j8AbHlalqCzCgAgHwCpDvDo5WsAbC1Bq/lo1fLeAM5tOIujuNqDLK4K4Gfqt/WLYj8AGAATAbMCMG0FxAJwCb7xEvTmAHPLjg/LoTv5cNXyHgBW2q/Ur07g9vqvZgJg9f+ee45XQGbpFwDcWz8ABsAAGAAvB2BrObYFwDUR9J4DtcorAKxx4CPrvwKAR+qn9h8ABsAAGAAvBeC9qPcBlDvp+OIl21AmXZqM36Fau69vwP/c0PP1e1H9OTfSEgHOqv8MAB6Vj/gZ/QeAATAABsDLALgWvnEEnHPANb+zB+DW8t4Aflb9ZwXws/QLS+hpfbX1A2AADIAB8JIAzg3N3C7oms+Qsr+VRLB7nwHVlA/3tKSji9+Bzqh/BIB7n7/VFdechFbakJVO4OK6e9vf038AuLXXk/s5iIODODaT4DOuvs+4YgDllo3T4dkK4D2I1zjwlvIjADy6/rMDeLR+1gTKqh8AOwG4NyuImk+U8sfOR3v1/ksB3DIcvQFaOj2pNAmwvsO1nsW7/VZ9P57jfX4+3JX6v0c/ANyqmvP95APW8qGq+Tgpf2z9nYcjP9eogDp+Gqvj9kQBImDRJMgHLApI8Usr0LtydGnRePjTKACAxa5UAEw+2vn5aNV8qJS/vwLo+Rfgu7eJau93rXR8Vpu8l5Ct+nJLwDOWYEM7vPWrXcIfVf9s/XvqB8CtqiX3swmLTVibSbAJS9+EhQNvc0a975BrAdjyHextIuGcz9hS4wwTKABs9bJxHQADYADcPwGJI8A02UDpNKzwd+8IrtUVrAYAT/1m5zOu6YvV9K9pc3zP1n4A3KoaEfBNAZIxkIxhswPPz1higJSiqThrEAD+TLX39nYbk1769ebz9aq/1iUD4Fql+u/71V/0OSWJgImAiYB9I+CHKEHI52p5gDM48NwKgpd+HkvQ4bvt3MlQZ9Pfsrf0OhFwq2KZ+wEwAAbAGoBH5XO1hvdZADBKv1oAj6r/Cv3HErTVy7wDzirAEjRL0F5L0Eo+1TgCbB3KZwXwkfLhXr3/AHDrqOUdMO+AeQfutgdgM6ZR+XitoX0mAOeWneO/9SwBt0TAI+q/Qv8BYKuXiYCJgDMKsALgswJQA+DefK7W0L4KgHv18wJwb/1X6D8AbPUyAAbAAPiHAl4TkLAEOSIfrjW0zwLgI+fDZQn699IbjZdu3GY8bMJiE9ZmBxzEoR3E0ZtP9eoOvDSBqc1Hu6dfbQTskY/Zmizlrp9hAkUE3NPzURkADIABcP8EJAZATz5VAPzy4pUPObi1Z+bDvXr/AWAAfFOACK4vglMPorh6eQvA2cjn89vgM0RAngCqPQoy7JIu6ecJYPqvDBi+AxbhGy9B92Z1uXo+WJ7/2vmMAfB3BNvqjnrPgrYAXNuO1eqvbXe4b4UJHBFwa68l95MP+Nj5aNV8qJTX+l8cfhRHgUMrAIDF7lPSEYpVUxwFDq9A78rR4R+cB0CB7Rv43+yClgxBATD5gMkHfPV8wj1L0GHAkozhMRlDqyNbYQnW8x34EZ8fALf2WmYJevsTm5jYxNRiSl7f0R59ExcA9nsH3GJ/270AeP4EBgC3Wi0AvikAQHxOgjo6QNX25wCcy6Bzs7kkMxIR8HyAXD2CVZ8fAAPgmwJE8ETwLUPBawJWAjD5gO3eIII9/gQEANt2vnsHB3FwEAcTmP4JnLUETT7ZsvsBwABYxJdZnKMoCxJ5RSDqEiLlmYAoE5CtLPlk30xHmLsBAAPgLsNpKASAAXBWASYg53gHnQOwVz5by88AsOMDTH0HO7s8S9DWKDWuswRNBKhEgFdfQQgAjodZDsA9+WytoQ2AATAA3h8lRMBEwETAGQXOsgJQA2DyyeadABOI408giICtaTIRMAA8MQBnR+AhAiEfcLsjAsAAuN1q2koQARMBMwE48QSgBGCPfLaWqwFgxwfY7CVktX4iYGuUEgEDwBMDcJUI+ObIXn/uBi5tyNruB6AAVAXg7PIAGADfFOAgDg7iaBkKXu+gYwfolc+29jkAOAAHwPuj5TBL0L1ZXciHe+18uFfvfwDMWdBvb9f9DpoIuHa6XLiPfMBaPljy6V5bP3H4URwFDq0AABa7T0lHKFZNcRQ4vAK9K0eHf3AeAAXIB6zbgAJg8gGTD5h8wOdZgq19hx28jnc2p9n1t3pT3sG/vxABt1pNcj8nYXESFpvY+jfx7W2CeXt7vY229/f8BrnVHLg3AFuf37t+yzWupr/V3vT6Cu0HwK29BoA/neI5ziKe/RnO1esvATjA54gA9shn3PP8AcAe9de4xRUAtjeBs55hhfYDYKuXjOtEwETARMC+EXAMn6MCWMln3Pv8MYCV+mtd4goAA8C1vdV332E+Q+I7Wr6jbTFxr+9ojx5Bn30JWsln7LEErdRv2TMA1r+jJgK2rIwIOKsAAGEJfjMMdQJwBgCPymdcC+BR9VuuEQADYMtGhl9nCZolaJagfZegw6CtBdDsgxxSAHrlM659/lH1W84TAANgy0aGXwfAABgAA+DY0XjlM24B8Ij6LecJgAGwZSPDrwNgAAyAAfAeAHvzGXsBuLd+y3kCYABs2cjw6wAYAAPgawN4WwIfkc+4FsCj6recJwAGwJaNDL8OgAEwAAbAKYA98hkrAPao33KeABgAWzYy/DoABsAA2BfA6XewYRCnJ2KtBgCvfMa9z+9Vf63TXE3/2nZ/25MO0O23lE2AfIbU2mvJ/QAYAANgAHxzxK91afXCJq0SwDwBnHNvVv21LhEA6wAHwLXWVrgvALg3q8vV88Hy/NfOh6xGECuV9wJwrUtKATi7/tp2rxSBzrYfANxqNZkIuBe+20+RD/fa+XCv3v/i8KM4ChxaAQAsdp+SjlCsmuIoMF0BZfI5vfELNEBJR7k1H/0X6EShCQBYEG8rqgCYfMDkA1Yc8Ar247mEV7uEGobsGfLpqv3vqX+rK+QdMO+AW23G/X42YbEJazOqqybjKAEghWnudKjed5hHAHDt83OWtraL+OgTECJgEckAGAAD4Mfdv3up8OLhVgLwrHy2Xvl0W55/FIB78gm3ukIiYCLgVptxvx8AA2AA/A1g60SoOBLeA/CMfLYe+XRbn38EgHvzCbc6RwAMgFttxv1+AAyAAfBPAKdLzml0uWlWswT9zHy2ewdZ5MCaA1DuOW/LpJ/fCKcTkBEADk6u5SStHscIgAFwj924lgHAABgA2wdQ7AF4dj7bZ9QPgH+6XQD+/sI7YBHHABgAA+B9AFvZeGbnsx1d/97zEwGzCUtE0NDiv4b+usOPA2AADIDLAN5LChAioA2AD5uzPu5Le/G/2iXgliH9jPqt5wfAALjFZp99LwAuKB6chzqAKc8EQplA3N5vvv0EcO1nOFt5C8BWBK0chj+q/trnV8dfSf/7319v3iNNYhFcCkvA+jvcPf0tWG76swRtqWRcJwIGYArAVAc8u3zOAdWkwruD4dsBWruHb/cnkbEnQDzrb3l+tf8A8LEjaAAMgG8KXPUgCdUBXr18CoBa+FgArvmdkQDurb+mXByBqvYDgAGwiLDd4ixBswSdVYAl+Hv0qDpwtfwegHMdV/MdcFwud4LWqCXUvc+Qss8SRfDheun75a82R1H8ZsPe+t/74770nP5bPZ9yK0g8J2CtdacTyN7yRMA9ykVlWIJmCfrKKwijAbwHcW8HbMEzhejed8Alt/KM74ABcJ1T97afulq/7+IdcKtimfvJB3ztfLZXz2ecArhlSNUcxHE0ALc+v2o/nvq3tN0rArx6+4mAW60uuX8DsJIS7Or5YHn+Y+dDFofP5Yur9n95AQ8uAAAWO1BJRyhWTXEUmK6AMvmc3niHBijpBB2qJx+wh4gTfwMAi+IrAF4hn6viQGg/+YzjJcTad6hhyHnn820dyh7vAGePn6vrf/QlbADcOmozS9Dbn/iM56NJSXYxr7GL2XMX7tkAXHOQhaqfWh4A8xlSk+NtvJnPkAqCAbBzAEx1wLPL5wAwK59vo2/5kY0pLl+bTxf9jw3A2RE0EXDrqCUCvinABIAJQBgK4ShIj3y6LcPRYwk554Bb8umuCuAZ+ZRb+i72IepRokcuD4BbrQYAA2AmIF8TMGsJ9Jn5fFuHsgXwMyxBH1l/qz+t/jtCeQBs9ZJxnYM4OIjjynsAtmd/Rj7d3DAc7YCPAuCz6m+55tH9/4z6AbClMgDOKsASNEvQwTBG59MtDcHRDvioAC4d3xm/ImAJ+DEZSA8GPOwPAPcoH5UhAiYCJgKem8931DvAIwE4dmM5AI/MpzxKf8s1ewAwtwfAqjdc96gfANeqXbgPAANgALwP4NH5fEcB4CwAPqr+lmv2ACAA3leZz5AK+rAEzBLwZhqr7ML1zKdrOV7PCGTPAR8FwNsE5Iz6W3YAgC2F9OsAGADzDjqjwCoTsACwFAA1eXFXd6BHBvAZ9Lfwsbr91LSfJWhLJeM6S9AsQV99CTr9Dth6H/msCNYa2iUH3pLOb5UViNtE6PXtxyM/M5+ypXd6/QwAVZewAXCr1ST3A2AADIDvjr/2KMoAhVUd8JkAnHNvq+tf65JXtZ+W9gPgWrUK95EPmHzAm2n0ZgVS88HOLh9HAGcBcK1L2ACA/hxFqWwCBMC1o20HwL3Od/tJNR8o5Y+dT/fo/ScOn8MXn91/hxfw4g8AgC9uADw+CqAACqAACuQUWH4XNN2GAiiAAiiAAmdUAACfsVd5JhRAARRAgeUVAMDLdxENRAEUQAEUOKMCAPiMvcozoQAKoAAKLK8AAF6+i2ggCqAACqDAGRUAwGfsVZ4JBVAABVBgeQUA8PJdRANRAAVQAAXOqAAAPmOv8kwogAIogALLKwCAl+8iGogCKIACKHBGBQDwGXuVZ0IBFEABFFheAQC8fBfRQBRAARRAgTMqAIDP2Ks8EwqgAAqgwPIKAODlu4gGogAKoAAKnFEBAHzGXuWZUAAFUAAFllcAAC/fRTQQBVAABVDgjAoA4DP2Ks+EAiiAAiiwvAIAePkuooEogAIogAJnVAAAn7FXeSYUQAEUQIHlFQDAy3cRDUQBFEABFDijAv8H9Sd091jbpDQAAAAASUVORK5CYII=xy

gamec-m

4last

winfirst click?10StageStageStagestartt00,t00,t00,t00,t00,t00,t00,t00,t00,t01,--,t01,t00,t00,t00,t00,t10,--m1,t10,t00,t00,t00,t00,t11,--m1t10,t01,t00,t01,t10,t02,t10,t01,t00,t10,--m1,t11,t10,t01,t00,t00,t01,t10,t01,t00,t00,t00,t00,t11,--m1--m1,t11,t00,t10,--m1,--,--m1,t11,t00,t01,t10,t11,--m1,t10,t00,t00,t00,t00,t00,t00,t00,t00,t00,t01,t10--m1,t11,t00,t01,--,--,--m1,t21,t01,t00,t00,t01,t10,t01,t00,t01,t10,t01,t00,t00,t00,t00,t00,t00,t00--,t02,t10,t01,--,--,--,--m1,t10,t00,t00,t00,t00,t00,t00,t10,--m1,t10,t00,t00,t00,t00,t00,t00,t00--,--,--m1,--,--,--,--,--,t02,t00,t00,t00,t01,t10,t01,t01,t10,t01,t00,t00,t00,t00,t00,t00,t00--,--,--,--,--,--,--,--m1,t10,t01,t10,t01,t10,--m1,t10,t00,t00,t00,t00,t00,t00,t00,t00,t00,t00--m1,--,--,--m1,--,--,--,--,--,--,--m1,t10,t01,t10,t01,t00,t00,t00,t00,t00,t00,t00,t00,t00,t00--,--,--,--,--,--,--,--m1,--,--m1,t20,t01,t00,t00,t00,t00,t00,t00,t00,t00,t00,t00,t00,t00,t00--,--,--,--,--,--,--,--,--,--,t01,t00,t00,t01,t10,t01,t00,t00,t00,t00,t00,t00,t00,t00,t00--,--,--,--m1,--,--,--,--,--,--,t01,t00,t00,t10,--m1,t10,t00,t00,t01,t11,t11,t01,t00,t00,t00--,--,--,--,--,--m1,--,--,--,--m1,t10,t00,t00,t01,t10,t01,t00,t00,t10,--m1,--m1,t10,t00,t00,t00--,--,--,--,--,--,--,--,--m1,--,t11,t01,t01,t10,--,t01,t10,t01,t01,t11,t11,t01,t01,t10,t01--,--,--,--m1,--,--,--,--,--,--,--m1,--,--,--m1,--,t10,--m1,t10,t01,t10,t01,t00,t10,--m1,t10--,--,--,--,--,--,--,--,--,--m1,--,--,--m1,t20,t01,t01,t10,t01,t10,--m1,t10,t00,t01,t10,t01--,--,--,--,--,--,--,--,--,--,--,--,--,t01,t00,t00,t00,t00,t01,t10,t01,t00,t00,t00,t00--,--,--,--,--,--,--m1,--,--,--,--,--,--,t01,t00,t00,t00,t00,t00,t00,t00,t00,t00,t00,t00--,--,--,--,--,--,--,--m1,--,--,--,--,--m1,t10,t00,t00,t01,t10,t01,t00,t00,t00,t00,t00,t00--,--m1,--,--m1,--,--,--,--,--,--,--m1,--m1,t20,t01,t00,t01,t20,--m1,t10,t00,t00,t00,t00,t00,t00--,--,--,--,--,--m1,--,--,--,--,--,--,t01,t00,t00,t10,--m1,--,t01,t00,t00,t00,t00,t00,t00-1000,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,00,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,040252011,45