;coded by UEZ build 2017-03-14 #pragma compile(x64, false) #pragma compile(Icon, "d:\P\Ait\Icons\au3.ico") #AutoIt3Wrapper_Run_Au3Stripper=y #Au3Stripper_Parameters=/so /pe /rm #AutoIt3Wrapper_Run_After=del /f /q "%scriptdir%\%scriptfile%_stripped.au3" #include #include #include _GDIPlus_Startup() Global $hGUI, $iFPS = 0, $iShowFPS = 0, $bExit Global Const $iW = 800, $iW2 = ($iW - 100) / 2, $iH = 340, $fRad = ACos(-1) / 180, $sTitle = "GDI+ Rotating Earth v1.6 coded by UEZ 2017" AutoItSetOption("GUIOnEventMode", 1) GDIPlus_RotatingEarth() AutoItSetOption("GUIOnEventMode", 0) _GDIPlus_Shutdown() Func GDIPlus_RotatingEarth() $bExit = False $hGUI = GUICreate($sTitle, $iW, $iH) GUISetState(@SW_SHOW, $hGUI) ;create canvas elements Local Const $hDC = _WinAPI_GetDC($hGUI) Local Const $hHBitmap = _WinAPI_CreateCompatibleBitmap($hDC, $iW, $iH) Local Const $hDC_backbuffer = _WinAPI_CreateCompatibleDC($hDC) Local Const $DC_obj = _WinAPI_SelectObject($hDC_backbuffer, $hHBitmap) Local Const $hCanvas = _GDIPlus_GraphicsCreateFromHDC($hDC_backbuffer) _GDIPlus_GraphicsSetInterpolationMode($hCanvas, 3) _GDIPlus_GraphicsSetPixelOffsetMode($hCanvas, $GDIP_PIXELOFFSETMODE_HIGHQUALITY + 2) Local Const $hImage_Earth = _GDIPlus_BitmapCreateFromMemory(_Earth()), _ $hImage_Moon = _GDIPlus_BitmapCreateFromMemory(_Moon()), _ $hMatrix = _GDIPlus_MatrixCreate(), $hMatrix2 = _GDIPlus_MatrixCreate(), _ $hPath = _GDIPlus_PathCreate(), $hPath2 = _GDIPlus_PathCreate() Local $aDim = _GDIPlus_ImageGetDimension($hImage_Earth) Local Const $hTexture_Earth = _GDIPlus_TextureCreate($hImage_Earth) DllCall($__g_hGDIPDll, "int", "GdipTranslateTextureTransform", "ptr", $hTexture_Earth, "float", -200, "float", 0, "long", 0) Local $iDiameter = $aDim[0] < $aDim[1] ? $aDim[0] : $aDim[1], _ $fDiameter2 = $iDiameter / 2, _ $fDX = ($iW - $iDiameter) / 2, $fDY = ($iH - $iDiameter) / 2 ConsoleWrite('$fDX = ' & $fDX & ', $fDY = ' & $fDY & @CRLF) _GDIPlus_PathAddEllipse($hPath2, -1, -1, 201, 201) Local Const $hBrush = _GDIPlus_PathBrushCreateFromPath($hPath) _GDIPlus_PathBrushSetCenterColor($hBrush, 0x02000008) _GDIPlus_PathBrushSetCenterPoint($hBrush, $fDX + $fDiameter2 + 1, $fDY + $fDiameter2 + 1) _GDIPlus_PathBrushSetSurroundColor($hBrush, 0xF8000000) _GDIPlus_PathBrushSetGammaCorrection($hBrush, 1) _GDIPlus_PathBrushSetFocusScales($hBrush, 0.50, 0.50) Local Const $hBrush2 = _GDIPlus_PathBrushCreateFromPath($hPath2) _GDIPlus_PathBrushSetCenterColor($hBrush2, 0x0800000) _GDIPlus_PathBrushSetCenterPoint($hBrush2, 100, 100) _GDIPlus_PathBrushSetSurroundColor($hBrush2, 0xFF000000) _GDIPlus_PathBrushSetGammaCorrection($hBrush2, 1) _GDIPlus_PathBrushSetFocusScales($hBrush2, 0.50, 0.50) $hGfx = _GDIPlus_ImageGetGraphicsContext($hImage_Moon) _GDIPlus_GraphicsFillEllipse($hGfx, -1, -1, 201, 201, $hBrush2) _GDIPlus_ImageDispose($hGfx) GUISetOnEvent($GUI_EVENT_CLOSE, "_Exit_About") Local $fScale, $fTmp, $fX, $fSin, $fZ, $fS, $zz, $z = 90, $iStep = 6 ;the higher $iStep is the faster the animation but lower the quality. Do $zz = $z * $fRad $fX = $iW2 - Cos($zz) * 345 $z += 0.5 $fZ = Sin($zz) $fS = 100 - $fZ * 50 If $fZ > 0 Then _GDIPlus_GraphicsDrawImageRect($hCanvas, $hImage_Moon, $fX, 110, $fS, $fS) DllCall($__g_hGDIPDll, "int", "GdipTranslateTextureTransform", "ptr", $hTexture_Earth, "float", 0.75, "float", 0, "long", 0) For $i = 1 To $fDiameter2 Step $iStep $fScale = 1 + $i / $fDiameter2 DllCall($__g_hGDIPDll, "int", "GdipSetMatrixElements", "handle", $hMatrix, "float", 1.0, "float", 0.0, "float", 0.0, "float", 1.0, "float", 0.0, "float", 0.0) DllCall($__g_hGDIPDll, "int", "GdipTranslateMatrix", "handle", $hMatrix, "float", $fDX + $fDiameter2, "float", $fDY + $fDiameter2, "int", 0) DllCall($__g_hGDIPDll, "int", "GdipScaleMatrix", "handle", $hMatrix, "float", $fScale, "float", $fScale, "int", 0) DllCall($__g_hGDIPDll, "int", "GdipTranslateMatrix", "handle", $hMatrix, "float", -$fDiameter2, "float", -$fDiameter2, "int", 0) DllCall($__g_hGDIPDll, "int", "GdipSetWorldTransform", "handle", $hCanvas, "handle", $hMatrix) DllCall($__g_hGDIPDll, "int", "GdipFillEllipse", "handle", $hCanvas, "handle", $hTexture_Earth, _ "float", $i, "float", $i, "float", $iDiameter -2 * $i, "float", $iDiameter - 2 * $i) Next _GDIPlus_MatrixSetElements($hMatrix) _GDIPlus_GraphicsSetTransform($hCanvas, $hMatrix) DllCall($__g_hGDIPDll, "int", "GdipFillRectangle", "handle", $hCanvas, "handle", $hBrush, "float", $fDX, "float", $fDY, "float", $iDiameter, "float", $iDiameter) Else DllCall($__g_hGDIPDll, "int", "GdipTranslateTextureTransform", "ptr", $hTexture_Earth, "float", 0.75, "float", 0, "long", 0) For $i = 1 To $fDiameter2 Step $iStep $fScale = 1 + $i / $fDiameter2 DllCall($__g_hGDIPDll, "int", "GdipSetMatrixElements", "handle", $hMatrix, "float", 1.0, "float", 0.0, "float", 0.0, "float", 1.0, "float", 0.0, "float", 0.0) DllCall($__g_hGDIPDll, "int", "GdipTranslateMatrix", "handle", $hMatrix, "float", $fDX + $fDiameter2, "float", $fDY + $fDiameter2, "int", 0) DllCall($__g_hGDIPDll, "int", "GdipScaleMatrix", "handle", $hMatrix, "float", $fScale, "float", $fScale, "int", 0) DllCall($__g_hGDIPDll, "int", "GdipTranslateMatrix", "handle", $hMatrix, "float", -$fDiameter2, "float", -$fDiameter2, "int", 0) DllCall($__g_hGDIPDll, "int", "GdipSetWorldTransform", "handle", $hCanvas, "handle", $hMatrix) DllCall($__g_hGDIPDll, "int", "GdipFillEllipse", "handle", $hCanvas, "handle", $hTexture_Earth, _ "float", $i, "float", $i, "float", $iDiameter -2 * $i, "float", $iDiameter - 2 * $i) Next _GDIPlus_MatrixSetElements($hMatrix) _GDIPlus_GraphicsSetTransform($hCanvas, $hMatrix) DllCall($__g_hGDIPDll, "int", "GdipFillRectangle", "handle", $hCanvas, "handle", $hBrush, "float", $fDX, "float", $fDY, "float", $iDiameter, "float", $iDiameter) _GDIPlus_GraphicsDrawImageRect($hCanvas, $hImage_Moon, $fX, 110, $fS, $fS) EndIf _WinAPI_BitBlt($hDC, 0, 0, $iW, $iH, $hDC_backbuffer, 0, 0, $SRCCOPY) ;blit drawn bitmap to GUI $iFPS += 1 If $bExit Then ExitLoop Until Not Sleep(10) ;release resources _GDIPlus_BrushDispose($hBrush) _GDIPlus_BrushDispose($hBrush2) _GDIPlus_PathDispose($hPath) _GDIPlus_PathDispose($hPath2) _GDIPlus_MatrixDispose($hMatrix) _GDIPlus_MatrixDispose($hMatrix2) _GDIPlus_ImageDispose($hImage_Earth) _GDIPlus_ImageDispose($hImage_Moon) _GDIPlus_BrushDispose($hTexture_Earth) _GDIPlus_GraphicsDispose($hCanvas) _WinAPI_SelectObject($hDC_backbuffer, $DC_obj) _WinAPI_DeleteDC($hDC_backbuffer) _WinAPI_DeleteObject($hHBitmap) _WinAPI_ReleaseDC($hGUI, $hDC) GUIDelete($hGUI) EndFunc ;==>GDIPlus_RotatingEarth Func _Exit_About() $bExit = True EndFunc ;==>_Exit_About ;Code below was generated by: 'File to Base64 String' Code Generator v1.20 Build 2016-12-01 Func _Earth($bSaveBinary = False, $sSavePath = @ScriptDir) Local $Earth $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '0fmZNYUA+oUXviVfDZmjkkqxMs0SGRVaTZhzIOx2H+d8L1Xl1QM5kijSKKQBZY0msDLfsb+vLY471xlo59oa5PEUluPEMvDEaCUfkT6Ha/vizlmeSxQo9fLHJDe5kDbkA+nLnhdFFHWUWtXEWYr92dQ22vtbtyxY/hz0iJLM9MXAuLqbk+q/ht8sZzxwkqaKUpLY2ZrWLVUpniVpKLQVdQwK99xa+49cIuceIXo6Mw5VxqeGWxqLKEv2RCfM3Pc2+dsEv4vJNGEr14kQF76gOGe4HIYHHMZTKYElpqhTcBJItTIvy74xx+JGMuVFSyNqgzQ+K6hKKKlpqdaSU23W/m/7iOZ7nGF8V5nA7IwtJHY62hWYG243YXHvhaq5WQBDHPCoHKIFLH252w85BGK7Jho1rIi/7xfcfI88bSxwiv06JUpN9klT4zlzjLjTZzRJW0zWVjEuiRP+pWG1/Q7HFemyjKcwkRMveXLZJbJGHkJinG5AY81YG3pv8yGzim+EdaqMIs6DTNwm06x3Uf5+V8BYczjikNbRo0yxuU0PsDcduVxtvjLJ4sJq4opZWtMfpvjf4e6LFU0fDjWPQV1ar9hfYfmcc+zqgqZKTVFm8gWGzSQsPxdnAA3GGqi8R/HQw0NRX8KrVjokv5Bccr+u3y6YSJ8ir5a6NauoKXa5R2uApO7A3GxH5HHl5sbg6kbqSktA+GOSbVw0UgnVrMQF+253GGTw74d/icoiKxCrRd3AB8vUhTbUfng/lnhOmclskzMKAbiCR9Z9x6e4w8eGsjiy+ap4kr8SQhnDWsduftjGKkuxi/4e8HQwwuJToEV1u63Mg5lj23HIdsMVDS5ZVwiOI8ZI/ICHHmPyOCmaUFJWUMtNVgSROLMWJt3HLfpjludVM+SCRcizCUVRbd0YgKB0KgafawvjTmolbD/itDkLpLBLMiuwIhKsVO/PUb2HphSzLPjnMdRlxnho2YG1VI/kHcWG+/LBT+N5h4g8NzUOdz3rYj8TDM8YXUoHmUgWG1+Y+eOc1mXSycRwkh4ZLFT2HPrscWptfdEltdMr1GT5os0phlE0cHmLxMLWtfa3pitFVySRtDf7wnTpY2IN/Xri5l5EDPxVdn02RtZUqf39sXKeClqZl+JtrkYL59j8rb/PHoY/qf8A+kf5GD8dP9LIaaWak8PZjBW0vDUlRG5G2om5APXvg14Ez0U2USU0dTUExNxHQ7WBP8tsBM3ipoQ6IABBM0ezlhcHmAe+K8HChiWSOOySbs5vc+l/2xp5GeEsSkvcWPG1On7HZabxDFPlgik4U0NiwD7m59wcc9y3K4Z83jpmr1lpOIAdQsx33H674FUNUIpSkAXQxBs4BA+eDrUvDiSsSnhIBDB4dwflfY3644YZ5wvi+zdwT7C+fZRDkGdwSqeJl8sgKqzXKf8ATfqOWC16fMkkiUaIDYeVrHSRewI798J2Z5xNXZdDTukEmh/LJIRrWx6knyt8vngv4SJkZhUTpHDEtlRlJc9/l+uOnH5UZKpPZlLHXRfrMnjqayKCheGmBXSrSadPO21xv7YpZlTZxTQTGGeKRYyY3+Hk0HyjcMu3LBqKhyakVaqXMxVzq5ZeJMqIhI3DAenQflhJ8V+Ioq6pUZCslNFHIXMxNuIb87c9/U8tsdkLk6MnSQOrMwrczjpYc+eqloYGvHHDHu3S1/8AOvLBzJqCj1xy8KlhU7oswIdR73vf2xvFWQyZCK6Sopo3jBVoVtrMn678x88Y8K0lbnxM5Z0RCAbvdWY9Gtb/AC2+Leo60iff5GGqg+KUJMkdRGLD70B7n1JsfzwJrqGGndHp/hacqNTFyfKLHvftywx5otVR5e8kUEjlRpjWJNfubDl/m+Od5lmM8bxzSQVbsw1PouFHpe2+177WF+uIxpy6KlovzTRJTs9LmFPIk/M6jdTbfyncH8sC6gxVSMRUXZbnT3HLYfvt1wFrMyimndoRLG5NgWAY26D35YI0eRZt' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '4dqik8MOfgpaWjp4Hsy1UjEfeWubW3C2I239sEYajwrSUtRFR5WBojVpJNKixsb2LEX6DcblhttjZ5PwyeIhTeH64NDLDHEisyksCfJrsLF7crEe/TDqkWWeEcmljp6tJqtWDsl7AnawK263uPT5jCtmnio1KkUNGKREsUkLsXPqBey7f0ge+ALz69ahNN31HVYG45+wHrhuMp/qC0ujfPqqfNq5quoqTNLKAGdr3A5AWxTpYZFk4b6X1DSQ1xsfXoPXBSlpyoiJQKxOxY25++DsclJGFSUEEfjZX/Fb25D8/XFuVKkTV7MZRTVNJHFTZfGONJpBZhcqLc7foTf2wyUmUQU9U0+cZhxawr5HeEaVHYa7jbfc/LAmgzhKSqaSN6MTN5Qxk1spvv5j1354C1+az1da8krxyRJ5EUgmwBvq+ffGLUpMu0gpFCjyyVNUI5AjlYRKFUEbWvYdb3sL+uJWOXT5u01PMTUDSF4raRZf5Rtcnn67XwCaojZJONAsgtcJazKO6nocZnzFYp0hREeJrCZksjSJbdN72sTzFrkYrixWSZ3T06ZtQBrNq+8qEJ1bCxQsfe49sD6Kgkq88apd7CfU8d99ViLj0tifKKwQVMyRrKxjvwddhqUG6hr77fTbEtFTVeelxHT3N9QkB0IAee31xGeHLHKDda7KxupJ1Yz00WuEJLreksSOGnI9jtvhd8ZV1XSiKhhqlKldTFVGoDoD29vTD/kHgiSpooBV19SESMhYgLiMKD5jcjmbDfBxfA2SvlqQywJMg8xkfzOxJuRf1N8eBgjhwz5zfKvav7npT9TJHjFUfOVVAYmuNfmF/ONyO+NZ3gakp1jQrMurit0bfa2/bH0ongLKqxjaip0kH4WddVh7YX/tC8GLR+F6mDKcsaeodwyinsCtty1ubbbWG5vj0YfVIznGLjW/n+BzS8KUU3Zx6lqcwpY1ethaWjksCZ01KwPS/wDhxDl9ZFFWMOAipJYHSTYEHmLnYHtinNHVUycGojnhRjq0SKygkdbHEFizhVBZjsABcnHd+yQlGSfUvjS/f+85PUaa/AwZrWzwVqPHoSO9gSBrttfVe/164NplcWbMKyrljZXUMxCgEXHMWAvb54SZdccrJVpMJgLWYlWHa4IvbG9NWVUYaKnmkRZBoKqbXGOSf058IrE+LXv8msc8VJ8laOrr4Zy6GkjrA4mjPJpd77ciOVsbZlS0lekEc1JRyRKAIxDDwyP/AJDfHPcuzavnahooqqsaTijy8QBR+VztfmeWPoHKMvo/4dG2qKVyvm0+Zb9RjyfIw5fDaXLb+Gd+H0861HSEJ8opHoHZlZIITsTYlOu178u1rWwv+L6eOkyZzV0xlkLGOKzbLvcE29L8tsdezPLaOWFI+EI+JsrAAWbCrXU40GnzGBXYNsXXYnpjmxz4TU62nZpLCmmkJH2LzK3iNqQqeKyGaGQyMFjKjzXAO4I2+mOtNm8NXO4cRtIVCBmA8yjcAHqASfrhWyvw3kUNSJI6d4pmW5UrdN9iQAdxg5V0kKoOE8oi0jcgHl6dtumOjzM/7Rk5xVE+PieKPGRaknCQcKKxvtZTsPl+2AVfSz/Fq0OqQMoJu9lH5Yv1kwpkiF1cta8gNgDinNW5hVLMI5HMcY1OXW1l/vjjpnQy/R5Vl5oIrVU8kl/wRRnTva/m+XMXw7+HstkgecO8QU6VRUB5W9d/lhFyaSuyteLUQzaiV0FY2Jsd7gA7/PfHRoKqKamNTJpcqPLJHzG3IjHXjUX0cr0zTNKiKmkMOlpDzBva30wv1iUMtQkssScUm4HU+1v/ABi/UZhTVbKY5j7OLE/v+eIHhhZLBFH/AHDme+JkrfZonS6KnwC1jA0saqq+Yu7DV9TgNmHEo3V+CzuBazPsQe22GF6aSSmYRyR+W50qu57+49cJ9fWT0clzHs22oWO3W4ttiZaKTJaLMYJwUaV4W1AFZE2b2I2xbqKqNbpHxELbsUbTsO55' $Earth &= '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' $Earth &= 'FZUqIKPg5fI/Ha5YICTZRfkPT8hhfnr55eKrSM5k2ZjzO/6Y9qP03A70cLytDt4gzto6Xi0V5RrKu4XSO2xHS+BtD4yrYqeOlqaOiqkjNl40AZhvcm53v0wMopXhyyaOQakdSqgA7E8yfT98F6jKacQLLT6ZwY1l1IBsDzBt2It+eL8fEsKeNrV6Inl+5b7Jcz8SyTKRS0cOXtI1mngN9Sgcjcn3xibPuFkzUNOiBJPNI6RgFze4LHmfbkDgalORGVEY0Xvy64jqY9IGmPzHb3x1KMegtg81TvUJJc6k2W5vYYmFS0rqZJnCx7qByW53IH+HFVwBLy37A4I0MAkH42X9vUYt0iUaszSM2qCyobjWpFzbod/TE1FBqkYLoVvxF335dP2xN8MZpjHThpHve34idsWJEkn1RU1OytYEqF06bDe/r/fEtjoiqDLJMUYExINKsidD3t9STjLVDQoVpxTC6lSzeY/LUD64zUCeKm4c/wDpIwvnZ1szAHYgdb/t2wGqqtqllihU8MbC43b6YErBuiKeQtIOGq25bW5+2CIrJqimWGQKvDspXXpsAL7DoNt8M2UeFgtGmY15tGsfEsVLFt/+OtsAnMHxjvYGJjqUEC/zthc09IKaJoHiWlHEdAzkJqAOwv8ArvilWr/rZIYpDII3uzlRYe36YvRy0KRSmoQSEL92pOwPe+A81cwjkjVQqMb3HT2HbDSBleamkdjFCRM+qyIg1En/AKbbkY6Z9m2QZvTwSCrgkjecqI4yPOqjv/Tcnlz74L/Y54VSloRn1fTgVtTvRaj+CIixcjpq6envjo1PR0+Xs0zMWck6zqIuT198eJ9Q83neGPXuz0vE8fjWSXZBFTNQ0gidQXtaXyAX7AenPFlpaalgSV4mULbQt+tud8Dxrqay6hwl7ASHp3t0wTzKNmiTggM6jmeVseO5WzvSoipJwytIiNc/zX5HGk06MpEjgyXuLHYfPFGaORYlarqpU1kBQp/Dzv73xDHRVUcAlkk46OdIa1iva4+mJa9yk0bZrldFnVA1HmdMamncgld/KRuGDDccueKPhX7OMjyPPP43llVUPDwiiwMVkVCSLsG59OX54Zo4eGsVLGUkmZSHv+EKed8S5ctBlEXwEW1ySUQEjc3ue2NceacIuCen7exnOEZNSraNc48NZTnKn+KUdNWXsQZYwWsOx5j64S81+yvwxqlmgoZad7EokdQzID0up/vbfDvUVskdbHJGoalUWuP6TzbE/GLKrMimF7X1evMYcc+SCqEmv4kyxRluSs5fTeH/AAp4YzAK1HKM2WQRK8kpKm4vrUXsOot/fDfRus8jtHFqCtfUhFmHc4TPtfyQZlSyz0jk1NCeIrA9bXtfnfTy9hgP4P8AFlTW5Yq0tUsUl0+KjAudR21gW5NbmDzJxtkxyy4lm5N1p/j4/gRCccc/Tqvg65G9PODHJHcEjytyNuWFH7Rs2g8L5bDUmgnrqaocwG0gURbXA5bHnb254YKHS9EhFrONS2GxPXBGbL481y2ry3MEWamniZSJFvpPL8jYg+mMMXGM16itGuVOUXwdMQctkE9LE9I/xNFIokjZRcgEfr3HXHoqp5ZKiOWwVbFXYHQDc7fMdOhwuf8A8PPFOTeI5ofD1R8FlblFNRNOpV/KNTlNyfNqsLX6YpZjnWdeEs2ro6iGevphIWWpeYxPpNhvp203FwLWF8dn7LFyrFNO+l7/ALvizmWeVXOLR1KkqQKCNKWHWY9nsAb77HEWYxRzSPF8RHGoSz76dbEm1va35Y5lB9pFMgTRlVSrt/uM1UGG53t5cOHg3xJl2bMyKvw2Ya1ZUeTWHXqQT157fPE5fCzY4ucojh5OOT4pjPOtZWU0CB9CRCwJ/Exta5xVrv4i0CRQqq6LByOT26Nb9rHDPTywRsWUq7KL2BuD6fLFGSammmeWKDSy7ldIsQPX545qfdlumUYKcpTLNVxMhYHzXFlI35jfl37dcYeETKDH' $Earth &= '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' $Earth &= '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' $Earth &= 'Diof719+p/Pbrg+oeHbUsSpkYMlJpjxQZnBPlsNTLII3kIDJrsSR/Lbmf+cI/jrP5sirKqOGik+8ccHjqQgA5tYfi5kDpzxPHSCmljWeRC0Xlfhbgk/nivniU2c0RojIvE1EqXG+rkNzvYb8sePiyxU4vKrSOicXxtPYm1viHMBQovEhE0pJcqgPl5j0FsA4Z5qmtElTLNIxO5Bu2NKmBqaeSI3BU2354bvs/wDCtVm1aHZWSlAJefVpsBzse+PqMGPFhx841vd1XezgblJ0zp/2aZEuXZXNINUgqWBBKaGAHcXxj7Q5snXLnSvSGZlFrmxeMna+KXi2mr8p8PVEeTSVcbOQFQm4KnmTbrzN8cWrpauorile0vGvZ9XM/LGGFerkk2+jWcuMaoKZFWR5P4hSeOZ5qANw5go/3IzsRpJsbc/lgZm9Maauk0S8WIkskoGnULmxt09sX/D70dPmMb10CTU4/wBxSdVxfoO+HzP08NZjTGXJ6GQvHESwS0e/IXU9fbnjslPjLoxStHLKmeoqJFaqmlkcKFBcljboN8HPDPBo6mSsqKGKpjhiOpZHIG+wYdzciwHrgkseR0tNIvBmldY/NPL+JDt5VXlf1/TAdqyFswE8bSwLIBZUFhGbWsL3J9+fPFXyVUKqOxVkNFPmNNQ1UbmpniH+mT7qMggMhBuL7jfvbCBnkOZf+p86SUGaWeeRX5FSBsLXPbfbfnbErVFZRZHl+czzvLKJ2hjWSXXpiXddJ5kFi298H8ozah8QVE1ZmbcCpnCLpiSw1JtqueRIIv8A845opw32aupHLKqhqKSpeAqrMORjNw3qPTFvJM9rMlef4WKIicBJFkjDalB/D3seoBFxthl8SwZKM6EWWVBWijQF5Bd9J5kAHfAmT+GxwARNW1UxYBEJCKLd7XO972x0KXJbRnVPQfoc/mbwo9L8AUdXLcYHzu/e39Iuq+nLvbn5Uioc3078gb2wXrJZmmExItEuyLsFG+1ug+vrgSJI9ZcqDve3fDhGroUnZD5GksSxHftj2NebsyC36Y9jQkuSSQQxgaFGq+wJJHY+uJYWck6FErOoCuxN1HcYuU/w3GgbXT8RT5kZTZlHe2+/fnivmEc3xMXxTsY5lEl9z5d7W+mIsof8j8WZZnmUnJfEeXVEtW5EcVRTJqMSmwGleYN+nW+EHOMngoayeCOtRmiYoUkRkkUgnZlI2Ppc4PeFcrp6fxDA9ZDMaYLxCokAPpfke+435bYco/C3hqond4Mwk1TyWePjo5VdVz5reYW+d7Yw5RxvXRdOS2cvySlYVOuCnFTOBeNGBIP+ftghS+HnqZajjALUgklSSoFuZ5fvjtfhnwtl3h/iVlPURyRnXpFiAqt/Lz326874mqc4yailSN5qMPITr4g8y3ud/TliH5Nv7UUsVLZxWTK4Ep1mhpHlU3EbioU3/wCoAjf1GF6alqYmukLKgFwxBA7dbddvfHSvtLZaSsp62OppnqnS0CBN41H8wU7AnuR0wtT/AGh598PHBBLDEFGmRliRi573K2G3bG0JSkrSIkknTFGTWHtptboNxi7TDLZghqnqYwD5gqg35cj0643lzOSqqDUzRR8RySxBILX533xEk1JNIddIyrubQyG9rctwfrjXZBeSSlyqu48UEVbSuhCLODZRf5XO2MZo7S5dTE1iyqCQsGkjhKdxz6dMFMqqssljML0pEZUEM33lrXJI6dumJaSbLqqtegkWN6HlT32BLHckjcn3xndPoqgLQVkyaXqy1VTQi6xSuWG3QDtzHYXxpItLFJNJSVcZE4GmKIt5A25VrgHawB9cF6qlgqZ0oMsjDUt+JUVS76gBuoN9rdvXF2rqvDiKsrUb/EIFuKT8KAbC5OxJ5mw6YOX4ChGMcja2B2G5JNr/AN8H6JzTZWDHmMeqRd44yS4Ub233uLKdrdd+eI34NZTQg0+hQ7JGzSD8R38+21ulrXxYyzIY8xmhNFInESQI+p7a' $Earth &= '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' $Earth &= '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' $Earth &= '8zC9/UYsKYwjJDJLckrdrAaf+cYhrHgHBYpLT2IAdNQUH+YdjjFOOHK0gUvEm5MZ/DfrvhgWZGNwiO66LsRp078zfFhjLNw14rJKd38tiTblfEUtZArBqZZmjAt5iA17b+lsTJW06lPhfiHYW3YDUG9By/8APXEjLNGlbmEDULTRpESXVVIBYgW7b7YPeH/DsVvhJpDJVatZXQbj0B/4/TAejzOCnjhWppgsiptNG3nsTe9+V8MFDnDIwVNE7TXKS3BLD16jl1F9sZT5exUa9ybxTQ5PTTxQU0aPyLCNw1h20253JvgLlsdFk/isTw01WaQsGTjw7Kh3vfv0xdlzFIq5amKBTOl1kJva5HME7X3+V8U8wU1tSUrpJ0SS4hjU6lS+9+e25wo3VMb7saZpstzWeoko6mpLIgEaJ5QzDmCSLem2FnMYsxgzBxFG8SXJ0M2rkLG2GTKYKKioY2qE0tYCOQISrr8hv154gqp5lzCnqoY4kVk4eq/lY7bgE+gBv12xEXTpFPYo0VRmEVeKmSmeTSNHEU7KeXMdsXIs6jnaFXskroIw5TSLg8z6cj2uMMsaVlVJK6UiRztZ2WUqAb9AcTS0kdTOBW0cAUEN+K/Dbvt0/wA74pzXuhcSyKWnhhWlp+H8Y0YHGSO2nvuDYi3uMFKOoqHp4qeUNqVgFjZbEC2zH+q9sReHacpXyVVM8TNEC9lA0qLi49778sVM9zdaV3NPA0tYXB3uwLbWHoOf+HHi+dN8uN6OjGqVlymyxonZpZ5F0szKqMCBe9ie+MZhFW5nG0K1fw8ax6R5ibpbkLev7YpxeJ6NXjiMLLxALvtYHse2DkbU9dGDE4Ohgbczcb3xxJLpGnYlf+n3iZajL6hpHKm7AaWtuDf1/XAasruFI6VyrwlNhG/lN+vXbDvPmdDl0lRP8aqKjaWVzYKx545l4zzuhzLM43oI0VYk0mQi4c3vcDGcklsTZfyjMuPK/Es0cY5ta4HK2Ns04UDRPQniwOocJcnQeRHt2wsx16tSyQsvmcizLYAAenXBCgWSMI7kiHy3sN7X3sMaeN5svG2lf4M5LkqM1JhmIdwoc7X2B9z3xREoZtL6V1G3k2v9cG5qSmqalgCj8iJEYq30OK2YZK8UhaiUzBSPu3IJ9bd8e5g+qYMlJ6b+ev5mLwzqyo1Yy6oUdJEA+72ICm97+p54MZSqw0xqY5nSJv8AdjUA+fmCPQ4D1NFNG54sTLKLB7AH679sTpFK1MKepnNHw2vwnhIB9Sbi+PQdNaMw6RHHxKiaMsCQNBFysnKxB7j9MXYcyplkmjRIBKbEmP8AlHqOhwJySVauMxSsyylCqXPlZum/MG9/ri42UQU1QDKAvEisyIwGo3sRc/3xm0umUvwAfF82rM2R1j1KosYybj3wPo6+qpVSSmrZYyuwdWYFT2OPZxSPSVTKocxMbxsQbEHtgYbk6NRsOhxvFKjNvY6ZF4ozUVCS1yVE8ViomVPNe3U/zD35dMWqnODWx1CxVTwvMo1FUK76uVxztiv4Wz2nWmhpZ0kDwKWLoLki2/l5m36YjqPEVPGzCKKPgqp0AAhgSTt2HfljFx3pF3rsvZ7JSw0nwj1hMkekI0gbSdI35dCSbYtVHh+Sslqp6+VcvEgXhRhtUdvble1thhUy/N4aesqKgQhpL6oS7MwQk3Jsee/K/LFk+KaitkWDMXMtM2zsVBJ6Xt3/ALY5/MwTyYXGKsqEknbLU+VZeYpIRV3dCHDlrRsPUi/m9Bhy8NeLUgijyymqo3pUj4cySHzP3K9uffCfUxQRLPHTJGkLHUoUeUG3P/OuAVbSyQgT0muNNNntf/LY+WjOno7a90dvyXxVTxVk6KgOWkbux3U9dhzGx+mKfiQTLmcVbQijkpVjZo1BJLAjYFgOfqeV/XHIMlMqLURxh7NawdB577Dfnbvg/DmtW1A0FbUqLMFip1vYKq/zX5741UnJVQ1G+xjmzbiZulO0MpzhVDy6' $Earth &= '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' $Earth &= 'LUwiUIhtpW+xOnY37dMew1voGMFBlUcuUUcVPV5fE3DPHd388mo/hIJ5iwta1t98W8zofDMVJRQ/ECesiuZHhLFXueRv+Inl0tbCVIaqR5KmVNCG12jAQcthpHLEoiiqE1F9FgArMdifXtjNwfdlX+A/B4foJ6qX72KmpQbLxHYaBfdm57j0/wCcB83yZ/4hw6aYTxjyJMY2QP0Fhv8AI4rCrCEJC0gZeqkke++D0Oc6Y2aKbzMACkjW33v2w/uWxaYJqvDctDBDLUTxvxFZ2ETdj+EG27fLA/MKBqOqkjYcRUCkkC1wwuPf39MMIzVZaxZJ5m4qkCytaw9LjHQMy8MpmFFRVmVWE6lDIC9xIB13vuOlsJ5XCuQ1C+jiJd1RwhGiTscaWGnluDzt0wY8RLVvnFYK+nNNU6yHVVAAN/8AN8VMpoGrswSm1FA2xfTe2Nk9WRW6KpH3ekODtc2B298SUpmSdRCzcR20gA8/Q98Rxxs8joDp81jq2tv1xsrLG5JVG0tYDn8wMMRPUaoqhXZo+Iu2lhtfqP1xG6zVEwsra2J0AfUi+N42SfUhtFHYKN7hdxc2tv374sJT09o0MytGCSpRr6rE3Yrfyk7AcsLoZA1NJBGC6iNZBY6+m/8AxjWGeSJzNGwR1Oq48pHsMEh8NGVssesEkMZbMd+xvb59sTUsNKxJkhZzzvsunbnbmN/kMTY6KsNY8zOas6Rs3ECbofQDpgvknGkdZppGaKI+ViD5gD1Hb2/PG7LBIytqkV0sqFgDt2t/m5wfy/LqUCOWrXhOOTFdH5YzlJUUkFpq+hGXmSnEqi4vqkI0X/pA/wCMZoJMpqQ6z1UlRERfQ4ICDtt64oZrHRhVMkmqLTYmMMRfuSBbARkENLrgpFdNYYMjlg679f2O+MVG0W2Ha9pjWmXKFhiy9CA1RJ92PWwwS4MjR3aXc/zW5jAHLqv+JVxuYFhitaNlKuCeu9we3PDMtWRDaSNGtsSDy+mFLWhrYGzGpr8pjgrcvpX+7fRO0f8AOlvwle1/1xI0y5rAlZFGhjqwEaNttEi/hB7dRcdsG4ZhJHbyPFbdb3+uKyyU0JngnukctgoYXBv0ueoNiL+o644vMx+pC0tr/Q2xPfF+5x2vr5JquR0VoOGSqKDuoB5H1xUhlq6aX4mGolSR25q5BY+uOk1HgWOvhlmacQgKdEquGG3Ru3ueWE2TJ1oq+SCskD2cxo4Js5HMD/zjwpJrZbg12B8weonD1MrOVka7G+xbrfENLTSTFQihnPIXFzi+SlPLJSR8RoZNiNIvfvghTZdwxB5tSgXMZ29vocZttgocgXTRyR1LR6TYHS9rEW7H6YaYRxUARQCFLWPQDA+hyl6aVneUu78lA/XBWlUxzx6R5VFj6jrgUdm2OHHshphrne4TQtiT3ODdHTFpQwlRF/ESRcWwPoU4TO6MAxOm3Tfn++B+f5tVUci0UahEYeYGxuOg32GOvB47zzWOI8uRY42zbPquKrkrSjAoZLR6Re+kWJt8rDn1xXop3Z4KMmy83kPnt1JN9gQNremNFphVupBBmRNTRo9rm43uTvz9+2I4p6yFp0qabjs+yvIxAQ3vuORPvj6qEFCKgvY8pu3YSpcwkVkmEETsoKJLEmgiw5sLb7fngm9VUNSEVMFpJ9kDNu1+Z6/PtfASmq5uEUlLwFVWFgjXZjz8oA2/5wVggnmjDxzCNOaqbaz6W77YUkNCtmdOQTobUpYro3BBA6XxVhldVKSwrOhGk3/EtuxHL53GGCeZYqh+JDqkUkcRrOQfrbAyozOdSUhKKhHLTbGqbZLRDRxwCZZFlAQbshYo6f53HL8sZq6b4eUSCSOVUsy3K3ZNudtr/wDOPJXq5V6ilhqY1B8hYqST1v74H8IVEzCmjKjSW0k8gBc74YhjSHL85p0aFOFURrZlG1x3wMrct+Cm0rKJB3xQoppaeUSRGzL077b4bEpFzbgMCBxVB1AdR3xL+39w1sow' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= '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' $Earth &= 'Q4F1KP0Y27Y3y+gmq1cU41ONyo5/TrjVQSRLbbHOrzOXNcvWWuhBmVOGk6Npt7j/AD2wMy3xPWZNVOolE8RIVv8Aq9x+/PGkGVTZpRNHD8PAqqq2aVls45sRpNyd9vUYA1uTV9JO0Uqb3te5UHe381jz9MTGMXpg2+zpFL9oyzS2B4dxuGNr4bsg8aUksMqTrc2vrDDcb7c/8vj57elkifTODEb2OoHbEkcstP8A7U9gdvK3PEy8aEloaytdncsxz1iQ8JLQEmy6CWUdx398LdX45p8vXSsNRO53LSBVN/TnhEyvNM6ephp6KqlLWZlS40kWudjt0wOzaNo619QcMdzqj0b+3L6YI4Ip0xvI+0dDi8a1+ZrFT08/wiOGSQavM5YbEH6b874teL80Y5fT5VPOZJZBxLBxcmw2O+9zbnhHyPwvnmZRrVZZSuUTcOxC7jewvjSp/itdnca1cWnMYiAsUsegyEHlbqf1w/Tjy17C5OtmviD4qgrFhkUxhQCjC4J9b/XFCevqZ1Cyzuwtyvjp3ijwRW19HG1AC7eUhJZSdJ66SRy3N79sJs/g3NYagotBUSxrszqhUXHYnmMVDJFoUotMpZT/ABeWRVpJJrdLMSPphmiyBagJUZ7Lw20hTxpxq/8A0gf3wMphnuTwvSwxiBmGocZSrAel9jgFW0mYKuupWR0J2kDh1v7gkdcD+56YdDe1blNG3w3xmqJQLtcqVt2Ft/kMDavxDHRSK+XBpVcltUl1uexsdx6bYs0P2XeJ62JJEpqeMN/LJOAV9wAbYzW/Zf4ooKbjNl4qCSQBTSCQi3Uja2M1PDdciuM/gBz51LXSRSO6xVCm6lIhseljgzk+d1dOWlZppZAtnWQsLX6gjlirB4G8SMxd8jrWsbsrLpDD0tufliefLc1oo3mr6app4IiA6VFM0QB5eViAL4tuD0mhJSW2NWW59A7o01PIWIOolVlDfP8AEP8ANsGaCrp1LPSTjbfQwIZflzthCp3pqqQqEmk1NdTBH5wefLcXH0Iwbp6XNKWoilly2uq6BrIs6RFl97JqYfLe+MJxii4tsY6zxTBEVWV0KtsXYhQP74t5alB4ikaGnzGnlCxiWdYnN41v1sNzy2v6HBPwVBks9FLJQwwAsxScyRSuL/8A90BgLdbdThn8EZFl+UPUxZXQosbEHjmMgv10ljubXNvTHHPPFWkmmbxxt7YKWmyGnUBstU1EVrTSqHkksDYi42PbHGPG+eiorZIVjq9pA6LVgq0W2wAP4RjvfjTLoqqhnijXgSyIyao9iLi3Pp7gcsfMdWYopZY5kcyIxViJbgkGxsd7jbGnhLlJuWyc+kki5R5rV00aqI0RByB3tf3Jvzxbqq5JoAI4RxiNyBpX3C72+tvTAKGoPFBgjCBtj/Ng9RU1LJrUiYygajKCV0+gx6Ekls5kyvT5hNC1xMRtp0pyPvgoviGq0qOKt15XF/1wrVAaCpkhPJNgTzxXmlcDynBwTDk0dGi8byU1OeOpmlJsFXygj13wHzbxHVZ1WqtKHpYbWcl73PXfCZHO6MSDz6kXxlaqZGJSQj2wliitoObY/g0lFFHLJTrKRyLAXPr7YaKOoy3PMhiiE8dNORokjLXuT1/4xyKGslZNLlmB7jBTw7QZ1XVIqMloqydEbS7wwlkF+hPLETxpK26KjLdJDFX+D56S7UZSoW17ILn88DYquryskFZYh2K7YeKTJfFx4UUWXnhsOdS4Fu+wN8OGWfZ1JWUyy5rLG0j7NCsOnSL8/MTjB+RFfqdmnpN9KjksPjAwg6gSfQYnXxpLJFtDGLnkzbfTHVqn7FvD7lyJKtVY/wArgW9hY2x6P7GPDZjWNqOey/8Au/Fvrf36fpiH5OD4ZSxT+TjFRnySNq+5QnogJt88U6ivkmTRTxSOSL3sTjvUH2L+F42BaOsYAfhM5wdpPs8yCkpUhgp5NKDbVITc9zyBw/2zEukxehJ9ny0YZ2AZtYY9W54J' $Earth &= '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' $Earth &= 'abNGOWLk1OJltGCDzv3xVemeFSWC27kkYLAG1nh7J6+NS+XFQp24ZKnnyuDy9MCK/wACZHK4lpKary2fVctRvpDe4YEG/thhNRo2Up/8S2NBWHcWv73P74tZJLpicU/YoZBk/wDDpYo4swrJI4+QnSNj9QoP0w1yKJFAYKw7kWwGWqqW/wBviaR/TfHiauQ/gkPuMS3btjSoK8OnVtbsNQ7NfEFRPS1FqfUj3FtJtuPY4qrSzMLuDbsMQVFIhtxFuRyPUYQyaOkoYpFlp4IklOwdFCn5ke35Y0nWjhUPJSrsfxIAbHqdsUZ0LWAkdbdeR+owKzTLJ6unIiqis1xZmU2I9d8PsQSnzegpNpCSwFwqRkkemBJ8cUwJRaOdCP5pHC7/AJ4rU3h+siSTTPSuWHJkJUH5/wDOF7NPDedRs09SIKpVNwIZSpHslrHBQrL+eZvBmFNPBVVcsSzcjFIEdB6GxPzxzOs8AZUWMlHnNUsSmzB6Yy2+a2+tsMTwQwSWrKKpMl9TcRF1H54IU1Y5h0U1FWxJvYRjUpHqNr42xTni/SyJqMu0csrsrkoZ3ioKgVEYuNTrwm/Pn+WLWSSZxS1g41PUGmlAQyonFC23uCLjHQU8PpUziSoy3MpWO5CIkQ/O5w0ipzDLoRKmTTRwxiy2kFwO1lH6Y6P2yXTVmSwo5h4iyrL6iggenjkkqQCGMZs432JBAJHpbClJ4erVBaWnqUQjZmiY/oN8dpzj4nO2i1UcVIBzMjPqa+9iCL/lgnk9LmtJHHFTyQGMt5llDcv+n1+mCPmyjqhvAmcFyvwln+aqTlmVVk8fWTRoH1NsNuU/Y34qqtDVUlJRx33V57vb5Ai+O3Uy5l+BpeCP/tqCPzxZp6GtZ/NmUjjs9Mp//wCsKXnZH1SGvHiuwB4f+zLKMuypKOry2kzGQNc1FUqlz6bAbDDbl+SpRQJTxRQR0yfhhhj0KPa3TFylgqkTeoD26cIL+hxZjWe4LMPbHFOTm7k7N4pR6NaOgjguUQoW5+Yn9eWLyRaRyJ9zjVFP8zflbEgQdGOJGZCgYyF688ZFwLbYxqPbAB4YzbGL4xc4ANgMZtiO57YzrOADfSMY0414mPcXABkpjwUjpfHuJjOvAB7T6Y9p9ce1+mPa7dMAGGRjyOIzE/XE2sd8e1jABSlo1cEOoN+4xXjymlik4iU6K/8AUBvgrseuMW9cAFVIFW1gRiZF04lsMYsMAGL49bGdseuMAGLY9pxm4x6+ADGnGQoGMX9cal7dcAEw26Y2uMQcTbGDLgAnLDGDbEOs9sZLnABsQOuMALjS98e3wASXHbHsR3OM3wAb41N+mNWdhyUnEM0xVDqPDH9R6YAMVsssEDyLpsqkm4JxxL7U89z+iqBLltTUnLqpLFoYgSkna1iRtYg7dcdJzuozCIeSup0VgbEpqJHyYWxTpqqnVNU2Ya2UWJMYsP1t9caY5cHyqyZK1XRwStynxtmFFE0sGd5jTzqCPKWRr7i+/wCuAVR4O8UAkvkGY2BttCWH5Y+nZDHML01Vww38yQfvywMnyuoQXizDc7gOtsdS86a6ijF4Iv3PmqTw3nMLKtVlWYQk8tdO6j62x7H07lxnpz5Z5lcm7XYOpPpvtj2L/wCoS/8AEn9nXyXq7wxVVEi8KoRYv5uKLt8iLYhj8EnR95mMqPb/ANtSR+eHu/tjN/bHn8mdPFCBJ4RqkUcHM5yR3jO/z6fniBchzldQFVLtyJUEH8sdGvj2DkwpHPIaHxFCXSNYXAOztGo1bfLG8g8SI+m9IQB/LGb/ACx0DHsFhQk07ZyIGLwxtKOiRW/UnFuKDNJF1SERnnZQQf0w1bdhjPywhit8PmNx981u5Y3H5Y2+FzAf+47+0hH7YZxj3LpgAWeBmYI0tJ/8pD/bG8cWZXN5HAB9Thjx7AAutT5ixvrv6k2xo1DmDnztt6Phlxiw7YAFwZbVkcre7DGyZVWE7soHqR/bDDYdsZ+WAARD' $Earth &= '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' Local $bString = _WinAPI_Base64Decode($Earth) If @error Then Return SetError(1, 0, 0) $bString = Binary($bString) If $bSaveBinary Then Local Const $hFile = FileOpen($sSavePath & "\Earth4_600x300.jpg", 18) If @error Then Return SetError(2, 0, $bString) FileWrite($hFile, $bString) FileClose($hFile) EndIf Return $bString EndFunc ;==>_Earth Func _Moon($bSaveBinary = False, $sSavePath = @ScriptDir) Local $Moon $Moon &= 'iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAQAAAAHUWYVAACKSElEQVR4Xt39B7Ru6VnfCf7fvfeX83dyuDnVrRikUihJVAESOQjZGNuMccCG7uXG02P3tNeM222vMT22226DMQ0GMxgwhhHYBgMGWQGhTElVpQq30s3hnHNP+M75ct57v7PWbz1rCaSxkBAi3W/de0/4wt5Pfv5PeJ3+eP5xzrnAySepl/1EObcQFcqny/cXKqv1tfuiWsUl9+Xy2ltWqK4mab40y925md6Jd7u5/TvVu+PxzVvDjr/mDrJpQ8tqqKoNF4ZFZZOin6mkSBPNlVWobQ0001w7SpRqWz0NNJfs4RRI8jy+zDf+x40PCpxzPk2MD3Knl9/UPLF2ZuOi1qv14/mlfF11SZFmcvIK1ddETqESBcoor1BTSVMVFOhQL+ugFe6Pdxq31z483159erFTUaC5Ak3CmVwaeA8ZsryDNFeoUCPt6EBTbautLd3U4e9iDYz5U88Q58LgM4zI5lY2Xn/2Lzx0YfWecraqCtKaU6Smz6cZxZq7RF79wKvkE/WVyCtV5HLpTN6nkgKFbtnN3ZGWkfqCjvRSe+dy++V7f2X9N2fDxSSjseIwlZJAoVIjs+RUUqihKopg1Vgv6Tm9ppva1kj8QWPSP60McWHgfJxKypQrj55+/evefPbRhY3lXE0zdTSME5UVuHW34CbKublSpUogykwDFZVVVxOlKiuL1uQ0hGB55eTl/dgXfORzqrhs6LWnrLqdS7uDj1V/ofasa2UUOBfK+zTr5ximSJG8nGYK5RSpoKLysOJAz+tFfUxb6sm0RemfJoa40DmfYDWCyre+4c88+VUra+s+cokCTRL5alAMEkkDramgMjZ/oIFKKmoKyeZKFCtWV4mmmqigEn8jjVRUAOvyysLAirI+SLN+GBSDWGMdaHvQ/8/dH699NErLCqUo9Jk09oFCtCVQhv+zyijks/OKlGqobX1S79YVeWNLKv8nniGBCxwuW0HjsSe/621f9+CpVddVnGbSuYJg7mauopJyGqupQAV5ZeSw/rEGStWDyBNJU3TjrlII55RXqlgZZRQrUk0R+tJXVhWVVdBM3vf8PC0FcdBTR9nnP/Xe8TNLv7Y+zGni5mE2TdNAWQxWyCfkee1M0lBTZWHPUHt6t57XqzDboZv+TyhDQiclXgrKD9/3tQ/8+YsPHtNpJendNA6zrq6qYtWVVVZThcpBmlRm5dGIBD2J1VVBNWWVqq+55popwtP0NVYeZiaqKKM1TflJpIZKmmquQ2VU0b73SSmYBz1/0906iH40/dXlVzcGicZhonwa+LKcJjC0rEX1NNMQTesoRv9CHekVvUcfxITJHP6fLIYEzin1Plhf+ivn/uw7HjoRJCqkuXQ1CAMPMTPcktdIsRZVUUFSgneIFGOipvL8O9bcpH+ktmbKE1mtaqYDtRSrrIzGOoZXidVDk+5VQT0+oyOvKQT2SeSnwVGQ+I+7K5dO/6t73nPsduJy8kGYyk8Vy2ldTbW5hiEhwsRIL82V0y19UL9NsAxR5f+EMCQIAp94H9x38m89+p33l5YV+1KyGDSDVHl5FdXBsFRV58JSiLysDPoxJzBN1CcIzWqEn0jklYVAgbK4+bZWFKijDCTPqUx81oBMZdWV00DbqmpJR5I6GsqrrYKO+14yDF/TLzs/vvgfN3/k3LPl6dTlwkzifEF55TXXviItq4M2jtEeaUETvntNd3VHH9ae0i/BgLk/dM146Mw/+OpvPhXJLyVyUVhSUc4CzZnGympROSKmHJohFWQxFfKcl4cVXvs6VE4V1dVWDCtiRbwy0ohnBoqU1VwF5VVXHV1KNFFWE91VVjmFKqqnufZ0oAQjlE8n6XvCT7mZNm++9f/55p8vu4ILnUuE6fI6RACc8poq1kgDJcqYY7+uHUzpM3rBvEr6x5Qhxozo+Jm/85bvfTBXTMO0Fo5doLLG6qijvNaVQzcyqiuWVNaE' $Moon &= 'XEC46apymqiqqQ7RhYFw7TBhU3kdqKCxunK8LqMQ81RRA60ZaQaxHUyIFCoDA0dEUjm1JdW1rwN1NFJWJf9q8ongxSCrR1957J+f+9nyTGGgTBIqpwA2RBjLiWLuoKuxYkRnXze0J6dEn9YnNf99+JTwDyPhc/JpeO+pf/nVP/iWrzgWbCTFIAn7LpHTmPyhqKIFlguK1JFT3czCkQJNRMoHQUeaIuUjJbjustY003FlCYCzkGsop4oWFSkmLBjIa47PCFVRC8M3hjkZfusUaEdtorjTyum2+u5M8Ga3nJSVLA2+NX3n6Gr9qjSPUj+Rh6lTmBmpryHaWVdBXY3U0BlVFKipx/U2dbTFu/8x0hBHwhWtb/6DN3znRmkjPZ0eC0O3py0MSqJQKYwo8BhJQB959VRRogOFKihRWVOc+xQzcai5SnLaVKibqkkEvamuKsXpFyXlYfQK7xWppUgDZdTUCNOV11QBOhOorxlaM4XxTh7W7ilWTQe6njbSXJTXM79x5n989HI2GDqXFGBmD3MUISQOrwFygIGcaU8ZNPSX9NNqm/H6o2YIuqHYF49/1+Pff2yhli6k58Kia6HGLex4VnnNhBsHhTrUgVa0oKk6WtVtFfAjRTWQ5Iqy8hpqQXvEV2vKqI0WlbSkREOlkCPRsrrKq6i5JipqrJkyRvAJPuecyjxzivFKFcOUoT6Ny16UMF1VhbqjK8ol9ygIPzY++uHH/uk9h7MwUpJIBcF+SL2N5yqhzWMV5DTUgVItaEHX9DN6r2YGtfwRmiwMVZL/uife8zXfuZJfSE4EjXDuEogwwbgIa9xVSXVMyKGGWlRe27qqLF7AEScVNVJLqUrqqivppha0pJ4OdcQ7pBpA7jKGb65Uq4rV165uKdFdiHGH7L6gqkrq6w6Bb0LonNfQAooFDfRJvai5VrUMk8ZaU1WdoB3MktWw+NZL39V9unQjr3k4AUrJEjLU5XRTO5oRw6VK8FglzTRVX0W9VY/ohg4kBX9kGuKCMI2jpeP/6InvXdckqQVNt6AiTnlXgbpahBjCghcgSIavM5Je1VANjXVRa3pZVSHD+Ix9xVpQV1mtKq+MbuA3vBrId11TtUCCpQhSbGkGBpzCyIjg4KTuUUtX9Lg8r5hoiVjrVRV1Xrv6qI70lTqr65JayuuEBnpOA4U+ThbCqS59IPuv3/YfC0HXVZNQeYTihIa6oo5O6IT28X2JmvLa1UiBZoQkv6Ff0rUvQE/CLxc+lf+qb33/m57MxE5rYcOFmIi5ttSVIP6B2hoJx4qcyrLfLfUACw80RfKXARhv6yavlLwWIHoFXQu0pFg7xGoD9ZVXWVu6rUN1tI++TIimQnxDrKluUPHISPx+TXuSHB5tTsx0n+4hFS0oVFsHyqmpipzmbh7c9bFWT8+/Y6/a/EAhGUXeR+jWTFktY0I9oTShAsE2vgPXf5++Rjk9r1TBHypDnIt8osp9P/CuH1oqJ8l6tOZilRUrp5L2iJqcUmKoUAE64g2pvaLL2tce9nxMLHMT9OiKntGhQuCSKX6ji7m7Bs57ADS/o1hZvM2e9vBMx/ARBJ6aqkjMVYZAQ4DICHyqrE0lmL0socVH1FVRXW1poGVNMW55Lclhmiqu4oI0l5Teeukbs5fWbqXhzEXeqagbGMGJOhrzKR0Mbl1eKd4xR/7zZl3ULR0q+ENjSOBCHxcf+5rfeOvX5ZKMWwvXdVeJ4aYtdeUhxCtKwagEwJHXDd3WdQJTQcAs0npItN9WX4SmpHkZpH6onnbJnJ0S5XQco1Ygo8lB9FBDDUng5hA6yyeH8qqoqLK8TmoRMejx+1QB+lPjqwC/tUcQmyOqi7SMjjeUC+JwnBzb6PzVp9Ybn1gZTiKXTlWUlbmUqKuMFkAS5kSAnlgxAj04qW/AKMfc55fZh7hQqfdr/9Pb/7elbCH2UaRICfiqBwSZEBstaa5bWiIQ7SnWuu5ohJRmVVdFYwVqgKl6HGRVfU0haF6r' $Moon &= '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' $Moon &= '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' $Moon &= 'KNjeUhd7XoXlZAfa1Bpye04HvNIBKS6pRCMeTdqEJwGvzAnzCMuL3G2OXGeuGaljjvgxVcZVk1r56juq764P0iDxWcQqi9GKLPYLMKSJhEmboydfOLgY+jjz2MZPz3UUHOGCeANuf8J3A20Q/l7QacBBR8qUo03mo/qwriAdnuLr8/qAXqFqcADJZ1j5MsVdWEHChCMk3y1rQqA7o5Ta0/u0oVVJR3pNXd2VtEF4fI/qqgPF79LdHkKEBYYXVshGFmFgQM0jUl0bmumGriujAxK1mHLZjIgrS4y3QTLbVGhY7IH2lRKY7FgQkRiJBrpNi94yWPIorMZPXhj82FCRA0pSF62NEckA0Unl5DHmUlllAoYvHCZZO/6e5aVpuheEirClkrD7Qk/aOq8zKutRag878lT08rquD0PgmN70Gcp+pDYOXqYdWS6vSvVCEKKK/K7rHu3KWf9Uls+sKEO01lKPELSiOeHATKEW1APsvqkbNPLwviJoputlXVMdQZaZcpAw1jY5/03dZLYq4fk9ylAj2J/Hp0WK8TUp2jOTI6egp8UA9xEYxYBaYQTCXQvCOHffa5PFj+SjKKWMIKElYwTT8/3cevkLcl8wuOiUuuzGz5dO3k0OQ+ErZK2ac0klpO88cHisQ5V1BAm7qioGkJM5RJv1MIRHcpCtozwmZUo0n0AMqYL7vQX5I60pUJNKRQa1v0m9LyZpHOt5vWDQDLELrQsOFsaYnVBUBrneIz69SG4U6TpZfZWrc1z/EYW0O2rpPGXeVQszshjaUFWYEBDQBOrz74TI8Yhg9lUwr00NNdc8CtLmP3752lf8h25UikNEMIuJ69mY6cxyHOkIjQ2/0IbQpR+qfvthfAQDM1h7OtP5qqKmrqlKTJS3+SIPVLCuvq6pb88vA9k5JmenkIWoi//LuDnBmlBZbifhRoH6SDVnOL/HIV4BczQkQSsRVuPuIU9XEXWQvM2IzCRe0+N1eZuwqgDQ93ittKoLStRWSPjb1MPaAMpp0etIWx0eRlxVDsNHQcxauxPLTtYBj5pofUrfSdHd/uaj95zaHoVzH0AZIi4bSEpscKGGOJa+IIaESsrvWvnno6QXedghOVmuidJGQBpVIqEK8l3VEBJWtaPXIFxM/E7PLV4Ceww7ipAsJNeQIpxdpDGsq+DI83wXWI0a46BQJcgyAjlLcbSnleiO5rz+rg71nJ7SUPuQbYrBOMCjbOpeNfWK+oyjlbSACEh3qN2EVCdFp6NUh/U59HRiY9epIps99Oi4w/vQF0+QUEewnDBrbpYez155e/kXVvsTl+V1GQnGxhhpui2t81IKvxBzFSyv/CfVOpo5x+V6RTAiL48mDDAqTdK0GHUe4bykQC/rkJ96eYPhptw0QDnPdtxmXzNye0H6PIbGodQeL7OhFOfeRNcCcpK62pbFjyhslZDahCrg+/SSbmiX7tzLuq5D3VSqPW2ppAgg46a2FFCGaimv+5XqAFY4Go8i2ovWdR7P5+XN8EYwL+HqpJyACCHqmNLTPhFUEfaJz5m4anx24YMPnvrZShD7ubEy5RFZ0lwAlufdvwD98PWfLD5+mEzCnCkbyD1kTMBQPfLRYxqD2Vj0I6tNeb2GP0mFcvL8GXZeQlWRPTJVviLVUh6GZ/lX6FBRJQANUR+vKSXA9mph79d0RmPltEk+PZMXsk/WY2ObhBVDJHlBI1ryYroaGX3GfJzUeQnzt6i36EGtYgNmRGQJpIqFdeArcC7iJMGgyPR2UyXuPwE2SrmuJCjEtXPPXn3khVE0TVO00XMPDBqhZ1Vy9tnvyZBISf671v+XbtIPwXCs5Uyi68paDALk/KI1+M/NL6zgpveAAANN0RD+hX0ZHKkIQ0OkhUiKG4+wqE4jTFGeZ8aAJglB7Yg6tVcB8H5VGS2prJYKkN1pR1d0gyDTq4yOeeL8iQKec5u2igLaneo4rF7Fjy0bMSdcYYbnj/E8XmYulEKDFNfMKB362uLup3LK' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '/JsYkTsifd6jC8wnXUU/EN5qR1WfA+WgHAFQBJ7+/5cl6j1X+fZiI/ZZt64T2sM88PYWAs4gEXAGJPUq8P/IhopjeR6yvywMhIWbjLWkKPS9ymjXqvPriskmEuIs67+wvN7x+fxPrDIh7s/wKABFFlWj9SCje9CRrpogTA01dAwjOrEl+ltcYZH9IndVoBhbJw/aVFMTGLYCqlwhiKgTtMwhTIyRrFubXg6dZqmsNUjk+RtZS10doZrQQVAisszpKA3Cj9x69K+7ceC9oefO/mb/mwxhBW53e/Pbp967jE6hjhmQphVzTWQpvCEYqsixccktO15Lv+uAdxEnCaJOcX9ZHGOCpHnisw0MA83cVLlTe3cQYstQRKxCAK3AUNQqEn2SGshFbcrxzpFuaxWf0lcffHVNPbRmD/O7pSHGrAQ57mDUSjZmvSVPnFVF7xINqfSnfCJ6DyGF2XIED5SzEQs7jQePOWdjSld1kMEl3ZRPXwyWv+feZ+IwSFMow1leQJhS8t9kiHdB/FLp6xePTdOBu0t/OsdNkvYwR0LMguTgZutckIAvxhDRwySbSrQBalhD/YBVd2CwOYNe9imrZomJ6rZq0AyUjf3k7cY9Kecy+cKijqtG1X0T8iQqoAnk+gSTUxLSFYzGEQyV5mxjKUG+GUwbaY0W6QayzB2paf2KPQW2ulJWaBON6EITEjtna05wvQdYGhPQp9TnD6BLAsI7T66Gtz/89v+7gjSFPjZVkwPBCGH3f+uPk27+i/veHfku01R1Ye0gxWl6AdnIqUNbCFmyiHyOMZgTqMYYFEZgPmO2kNIAy7ymZVZCRviCDLe+iX/IksfIZCYgH5bNb0gLgOsX2b24QG2joRIAR502bhtO0H1q0XF/TOeQ2pugrzKgpKmR7es5xy7VVdq3p1TyGLzTngpKYcQt1QkGxBU7gT0Rf45w3YEAgmBvgdcCSdqOlwUJ9KqjA3dHD/2LouSc7SQjjLcKpfs8GoKOzC8lFzcf6CbZwAE01onXyyQwxzAcG6xV8ZCsTyZcQjY4nNc4bk1D8qbqtkVewiC8gRXGHgModlIVYYxU5iZlgH3JRoVy2tS9DL5tSLBika6OTWA+vAeR1gIue2jx21xdDGWqRUpKJc5YjzBD6zY0CrDP0GhCu+pNjWjHm6GHOfCGBQB+wEKKw3OoEGoGkw+4t5Mwaqbr6mkVbXYaIoiD5Plw+NNf809dqGRmkWdMgiml4N8Yrs+jI77zYuOvRbnUp85JnDPAuReYgQKXc4DbTDTlYysYjjnyY/3yxnsvj+ObGzAdWL1iQ4tM7bEf3Q4MzoEF13CaIbFKDahjk0jsHlLBVZpvzhJ6NmzXdF8fUlcZjOmEsGGVTxgBnnsdctOHmLKiirqlizoGLsXwjA512Y6R9HaUHif/4sS3uKcsYxSb9JQArViK3OXVddCFFQzVVToEAt3Qvrrox9QHwTP73/LtCwMCBAHZwrAMNGny9edjiHdhenC0fe6daToLUoD3ZXLd09oncidjQTpi5H1fL5EZHFDWzCqypUhCL2Su2akK6HdKMQZCwBsjfJConzysEVK6iOMPYZqHQcxi8H0TDxIiAJGOQ7jQ0KVHdAQ4GJGsFYBGl61HZgtv0YIQ6xwknqdSAsRJFf0OfqNJU8I64GQPODKmZ57eZ9VprhYedKguYIxHl49jeK7bJHqfvq45lfgo+Whw4n99w/v2ozCNSQ3G9DvTro1QpdTn9XlZ4mbP5Z6snG4nQTAHpczbYqSQKngJUPk4yhfS7bjN9h3Zth3iCHPrVMNtV90ykHysCkTz6oLBlm3r7TcrB0MmTFLkbNY10h0ajNqqaAWUeEJgShXBhkeXta6L2PG6rukS8hrSlzUhTO5SP+yZa17XPkFwESP8AkyfawRY4gxdYO6Eq+nTfH6COnoLqHCdKuOE8p1UIA/J0ILRJbtv644cRnRL5WQc7X3y7d87TMO0jL+MZf00WJ0sKMDo92AIZd3D' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= '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' $Moon &= 'MV7Rh/SMZjADr/HHniEy85XKR/dvft/pv7RcyKnnW0nkcoF3JVXJBECxSBTnmJ0ZVrtqwKNDI2bWXpeoSr7Aej0dwSJ2/uiKVbKrIFKperwy1gp75obss05JWBf9OCm6KLyjO0e9f7v6bxuvNpOxC8I4DdPAWlVFTWOAf2PlOrhuooCM6Kp+XU+pK/9ZzPhjzZDP1RRtFr/23Hfc/5Vh5BTpbhKqHGYhbZnMu8gc7meWx86pvmVhRNW2Pc5pJZqxY7dEwTZilGARyMaBDzhkm6o9fmmqHgxe1CwdpIVAwa6fuxut8T9Y+Xcn+9LYpaFnUWpBNrCKTnoEg5qMzZfPlOiafl5PfdYp2voTxhDJHD1fnF39s2federhQqaq2PeTstJgGETa04whfyIqiD9WYiv1nK0qFhXEiUT3bRbtytvGxqZhAB0kPOBY7x7/BlIap1VVg2nQ0Zb2utu/vvDuzQ8u9CZuHBR8Jp1TIAC6IWOfQn7iQgQhklh48BF9igXTn6UXfxIZYkwJlHqESxtL33TmL154rJ6rUOAcJ3k/dn2XD3I0QhTUMeTLSTQWlWCGrBeecwvpD6S8pS4l34LBGbJ+9aKC1KcK8kFJqb/sXrl6+L7KLy8/tdRlBiQqJrHnHSyus8zEzj0PbGr+QM/oE3pW24YkGHYr/YlnyGfYknjEKzzV+OrFJzZed+x8PmziMCN/lIQqK3V9F7nQkU8Dm7NeUCIwpm0aRuTUwq3bSeoq+wVVfTGt4FsKQT/wuqHD/eFHdi93PtJ4/8I8r1BRmHXDJOsDKyFRLDZW5EU7Bms5buhlvaaXdV2SPstI/elhiGRscWmaCr4E55becuxNlRMrp+89XXVTJi+m2tNQSqd+QKKXKHEl2o5G5N+LWtLEFfy6zwoYJig5xo8xN6K+va+9na1fmf7s4nPNIedLu3lY8rXUe9E/PDXsOSC7CDFvHp9zXR/Xb1prhdC61L7Wn1KGfEZbvCAQj8idW3py8Z76xsbKQn3jdK5YwrVniKm8rVeNyb8TjFJM1i+8x0guTUazYNye/1p2O4jiV93N+qdLk6xCBeHcxd4noVI0wVvtY0Zamtr/T3MK3D5hsskK+mla8aeaIZ+rL5L3if+dsdnJ/Ert/qUTxdXZUWOptBgu+USOuXaXDeW9X7vnxm9v31ba2Dx46eCjk9Y4Hd11ge/U28ta0hKepxhlvUsdLHe2Sn1Nu7quBDjlJv1gtsj5d5AKSfkyE+D/B4DfYQJ6gSi4AAAAAElFTkSuQmCC' Local $bString = _WinAPI_Base64Decode($Moon) If @error Then Return SetError(1, 0, 0) $bString = Binary($bString) If $bSaveBinary Then Local Const $hFile = FileOpen($sSavePath & "\Moon_200x200.png", 18) If @error Then Return SetError(2, 0, $bString) FileWrite($hFile, $bString) FileClose($hFile) EndIf Return $bString EndFunc ;==>_Moon Func _WinAPI_Base64Decode($sB64String) Local $aCrypt = DllCall("Crypt32.dll", "bool", "CryptStringToBinaryA", "str", $sB64String, "dword", 0, "dword", 1, "ptr", 0, "dword*", 0, "ptr", 0, "ptr", 0) If @error Or Not $aCrypt[0] Then Return SetError(1, 0, "") Local $bBuffer = DllStructCreate("byte[" & $aCrypt[5] & "]") $aCrypt = DllCall("Crypt32.dll", "bool", "CryptStringToBinaryA", "str", $sB64String, "dword", 0, "dword", 1, "struct*", $bBuffer, "dword*", $aCrypt[5], "ptr", 0, "ptr", 0) If @error Or Not $aCrypt[0] Then Return SetError(2, 0, "") Return DllStructGetData($bBuffer, 1) EndFunc ;==>_WinAPI_Base64Decode