Hallo Liebe Community!
Ich möchte euch meine erste libary vorstellen: Die ObfusCryptLib
Name der Libary:
ObfusCryptLib
Beschreibung:
Sie Kann mit 3 Faktoren einen kompletten String Obfuscaten, und das auch
noch auf 2 verschiedene Arten!(Wenn nur ein wert verändert ist,ist das
Ergebnis ein ganz anderes!)
Auf Anfrage erklähre ich das ganze bildlich und ausführlich.
Screenshot von dem Beispiel Projekt:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbUAAAFoCAIAAABfaPJ7AAAgAElEQVR4nOy9aVgbZ5qvT3/5z5w5Z65Z/n165sz0dKezp5P0ksXd7elJ+0xnEsftOE7s2NjOuN2Jg/cdY4ztGDAGYjAGjDeQjTFgFrEj9k3su1gECLSzLxIgoV1CqvOhSlKVFhCSoGTz3NfvSuRSqeqtUunmeWv1ampqotFoSUlJUVFR/v7+r7z17rOel998x5SXfv5re8GPtmzwH3zxjV8RYmviluO88SvcfFc2awgEsmY5cvTo5StXbsfdSUpOzsnN8yosLKRQKBEREa+89e4bb78Tn5iq1CFORusRUWgRhdag0BoUGixyjV6u0cux1+bh2GhLx/gpuXE6MrVl5Gps+misRzDHPKmlInMkakIWnIp0RVE5FAl5cbCFK1pq51asxbfjyBfqyIbhSLSLhq8P+iy6m7g7d907wXsnv3XvBF1h38d/1C0aHiSmvP72r19+853TZ85ERN58lJjo9fjx44iIiH/6159Skp6KFQburIE5veL0ThmY+ODe6nM5lvPCZ8qcnilDz6She9LQNaHvmljsGl/sHNV2jGjah9VtQlXbsKptWI2mfUTTPqrtGNV2jmk7xnQdY7pOq3QY0z6qax/Vto1oW4c1LUJVs0DVyFc0cOX1XHkDT9HIVzTyVU18VaNA1SRQNwk0TQJ1I1/VwFPWcRV1HHkdV1HHUdRzlQ08ZT1f1ShQNwk1zcPaJqGuSahrGtY1D2ubTBFqG41pQCPQNgi09cbUoeFr6/jaWmPofC2dp6XztDW4VHOxVBFTycFSgUs5G43GlDJcSodspwSfQU3JoKbYforshbVc7HxwiXmhjcE3z94i4BeznBBtOZuwikzrzWJ9mtYzfuWjXwcd9x2hXxn69Zm+TfTLRb9o0/feJDRvD83D2uZhnSktI1habaVtFItYof9838E5uXZ0VuV4xpaMWKaNiL4jUy+OzancklmZ9s6Rv4gGBwUFuYKC3JHC3FFa7igtd4KWO0nLnaTliGg5IlrOLC1HQsuR0LIWaFkyWpbcfmRW/1ygZUloWRJazjwtZ46WI6bliGg5U7ScKVruBC13jJY7RssdLcwVFuTOdHft+a9Nc0r9kGhRJF9MeJz6T//6E1SRXmjlSHmcOiZ1xox90wQn4r3WP23onzH0zxgGnE2/VfrQEL1pduWkoWclfuyw48cOoh/bRsx+bBKoGvmKeqMfG3iKRr6qEefHRoG6gaeq5ynruIpajryOo6jjKOq4inqcH5uEqB+1jTg5OmHGWofNWMlxyIxlVnHRjHa1aEeOtJUocmlROmhJ60V2xJIWolzCkrXOWXLYtiVNilzCkqgfZ+XakZX4cWlFimXaG7fc7Mc4nwOigQFBTiaa4ZzM0dzM0dz0idz0ydz06dx0UV66KC99Li9dkpcuyUtfWGEkxsznpYvz0kV56TO56VO56RO56WO56aM5mSM5mcKcTGFO5lRHx64/bppT6rsndN0TuhGJPuFxClpFeh07duyNt98RK5wxIyZHKyeidmPNGFgiA0tkGHQqLDsZEJnVaeHKXrSEnNB3L+vHEbt+7LDlx9Zhbeuwppnox3qeHO/HRoG60eRHrrKWo6jlyGs5ilrUj1xlPV/VwFc3CjXmOnGFZqxzrGa0J8clCkZrOS5vxiE314w0Y9xcSw6t2JLlS5aTSyty6VqyznlL2lCkTUuK5WY/onFdkWKZNuzmbZlqcWzWbX6M/XrfdF8fJz2Fk57CT08RpKcMZ6aMZKaMZqZMZKZMUpOnqckiarKImjyXlSzJSpZkPVmwH0nWEynxn5Ks5Pms5DlqspiaLKImT1GTp6jJk5kpY5kpo5kpI+kpwvQUQXoKNz1lqqXly//7e5Mfuyd0Ivni62//+vPPv/B699134xNTOSvsVluYkaBFo+CGRIYhsYFtDGd2BWFbR2wYMmbQypWoKJlTht4pQ/ekvntisdvoxzajH1uNfmyz48cOWzH6UdOC1o98Sz828FWNfFUD35Yf2WY/1nGVdTxVA1/dKNA04n4DBDkKCHK0aUabcnSlZnTEjNZadHtvmkbMave4bYpySUs6X0va7W4TLdmAs+Sy3e0lLCmW67fvPShe0AhmFEtEKFpBZqTq65Gx83IN+s9hXKLiHu/Y5bNEouIeDxM/MixSzEjVMfu/nOzuZj2hDD2hcJ5QOMkUfjJFkEwZTqGMplBGUyiTKZTJFMpMCkWUkjCbkjCfkiBJSZCkJMRduGSaeNyFSzaHSFIS5lISxCkJ4hTKTAplKoUymUIZS6GMpVBGUijCZAo/mcJNpnCfUNhPKGMNDTs++B3ej0OixQeJKe+8847XK2+9O6+0sZtvGTniSkgLMw6JzELkzhq4swberIE3Z+DNGfgOhGcn3DkDF2dPvCgxS04b+rASUt8zudg9scjA+bF1OT/alKOFH5uFqia+qoFn9CPWxVY28Ah+rOep6riKWo6CbvRjLQfzYz1f3YD6UaBtNP4STGVj/cp3NdqsGZ3rTTtYMDrZm3ZMi9ZZqSVX1ONeeTnpkCVt1pIO7pSst1VINq7EkqgfpyUq9sSCRTgWmbQbLjFT86rg76Pn5Bqu1Vs7dvkgS7Jjlw9+fN7kAm9yYUqiivbePtHR3p8QN5AQx0qIYyXEcShxHEocnxInoMSNUOJGKXHjlLhJyu1pyu0Zym0RJVZEiRVTYvFz3LHLJ/bcBYshYkqsmBIrptyeodyeotyepNweo8SNUeJGKHFCShyfEselxHES4gYT4gYT4lgJcaP0ms9/9z7ejz0Tujml/uU33/F65a13lTrEOTmaykabZjQJUTBvELoWwbxBMG/gz2MC5c4ZRWmy5AxOkSY/jmk7RzRtw+rW5fy4hBzNfhRqmgWqRqMf67ASkuDHBr66gY/5kc5R0NlyOltBZytqOYparrLW5Edif8q9B2Ec6U17ghkdkaPTteQqW3JlPW63H7ppXtKSqB/HxPJegdhmmBYR2k4fLiMzsishkdPzij7i8D6h2BE/WnykXygeFckitn880tTYGRXeFRXeHRXeExXeFx3eHx3Gig4big7lRofyokOFMaHDMaFjMaHjMaHjMdcnY65PxlyPOXXWQoj41zGnzk7FXJ+MuT4REzoeEzoSEzoSEyqMCeVHh3KjQ9nRoYPRYQPRYf1R4b1R4T1R4d1R4fyykm3v/gLvx+4JnVJrWMaPdIcZNHal8WY0aXFYYhiRGEYkhtElM7JkhiWGYQnmSv682ZJssWFIZFZk37SBOaXvNfqxY1TTjvpRqGoVEvzYjvpxVNcxateM9vxYx5Wjqecp6o1+ROXYwFfXc1V1XAWdbfKjnM5R1HKUtTxVPU/dINCYhSh0dVfj0jUjmV1pF2rGNaglV6PTvXQt6eROSWtFCpcpJEVy/fa9B4dnFhicaSxcy3Q5nG7udDd3WjglvXwtYmpO3m0cYopJT9Y9a9Pwbt60RYRT0ohP/zjcUNceHtweHtwZHtwVHtxzI5h5I5B5I5B1I3AoIpATEciLDBREBo5EBo5GBo5GBo4bE33itLWXd+zyiT5xeiIycCIycCwycCwycDQyUBgZKIwM5EYGciMC2RGBgzcC+24EMm8E9oYHd4cHM8KDO8KDucW0rb960xk/WvyzP+Vf0PQk/Z92yj813f9RdewP6XQ6Xo78OYNgjmDGUalhVGoYkxpGJXonIzWMSg0jUqIl5wy8WQN31sDBKbJ/xsCc0vdOLfZMLHYt68dRLWrAJeWoax3RtuD8WM9T1HHkdRxUkZgf63mYH+v56jquqpajqGErathyNHS2gs5R1nJVdTx1PV+DFyLBjNZlo/tqxmXP2lkDM7oix9WoJZ2zpCtHb5Y4wI1X5PKWtDpuY7Ik6kfBpKRtaBKf9uXSwbadTvYkf3L+YtD3E7OyTvakRXbs8pFIJBKJZMcuH0eGdxon+P0nHwhra1qCL7cEX24LvtwRfJkRcrk7JKAnJKA/JIB1PWDoegAnNIAXGiAMDRgODRgODRjFJeroCdMs0LncOnpiLDQAzUhowEhowHBoAD80gB8awA4NYF8PGLweMBAS0BsS0B0S0BV8uTP4cnvw5dbgy+zCvC1vv+6SH3unMD8axGUGcZlhOkc//lg/fDM/7B/odLqtynEi6XMvM6GMMal+fMHgXEalmCVHpBNJn3t5hXYJ5w2COUyRHLG5ihyYMfRN65lGP3Za+bF1WN02jPmx3cqPeDNa+7FJoGrgKVE/1nJkqB/reMp6nqqep6rnq+v56nqeyY/ymiG5UZEKOkdJ56pqMT9q6gWEH4M9Mzp+EMZqP+NzUjM+Q7XksudL2t0puZwllz66bVFIon7sGBxLq+xOt8rRM8FLH045eiY4s7rbIk29gkNnr7CEU9Tqbovs2OUzNTU1NTW1Y5dPVnW3KfaGo2lmCi6/9MPe1CeZn3yQ/ckHOVs+yN/yAW3LB8Vb/qNs639Ubv09fevGhk83Nm7b2LptY+e2jV3bNvYQE7Zjh2kW6FzCduzo3bbRlJ5tGxnbNnZs29i2bWPTto11n26kb91YtfX35Vv/o2TLfxRu+SB/ywe5Wz7I+eSDtluR//7D/+W8H9ETsOl0elfiPxumc/TjifrhKD33on7gYMqVv0X9aNGtHpZMJH3utZU6PiY1jEn0Y1L9uFQ/sWBwLmNS/ZhUz6B+abQtwY9YCWncEdlv34+tRj+22fKjDTni/NiM82MtR1bLkdVyrPzIU9fx1LVcFZ2jqGbLq4ew1LAVNWxlDVdZy1XX8TV1fA3hZ+Da4WkHe9OreL7OahaMJJSTK9w16XotuYKdksLlLYn6sXVgJKWMkVLGSCXGkd2FaRUMizT08A+evtTPn0yvYFhkxy6f0dHR0dFRa9WahmdUMizS2MsP+Onf9TxJTPvjbzP/+Fvqh7/N+fC3+R/+tvDD35R89JvyjzZUf/Re3cfv1W9+r3nze+2b3+vc/F4XLqGfbzdN38SOXT5hn2/v3vwemq7N73Vsfq9t83stm99r2Pwe/eP3qj96r+KjDaUf/Yb24W/yPvxtzoe/zfrwt9Q//rYlMvx3//A/3LD/senej/TDN/WcgMWBbxe7P1vs+PcHvv+DTqdb73YcMfpx1CjHcal+YoGQcccj1Y9J9WgVWRb2A6/QrmH0uI2VHwdmDP3T+r7pxd6Jxa5xzI9tRD+2WvnRZtCrEVpHdK3D2mah2Y91XKIfuco6rqqOp0LlWMdT1XJUdLaimi2vGpQZFYn5kU70Y63AnWYsG9KYYu1BR87xJipGbQoNC1FPpJpxjTvda3D0xrYlHSkkicdtMD/2j6SUdaFJxWXHLp+5JdmxyyetvCutvCutwhzMj4LJ9Ioui+zY5cNfkh27fDIquyzS2MsPeOHve5MfZ3y4kfrhxqz/2pj70caCjzYWfvS7ko9/V/Hxb6o3b6j/ZEPDlg0tWza0b9nQuWVDlzGhn3+On6nF67DPP+/esqF7y4auLRs6tmxo37KhZcuGhi0b6J9sqP54Q8XHvyn9+He0j36X/9HG3I82Zv/XxqwPN7beDP/dP/6NM35s+flf01//m5JX/2fOy39Lp9NLb/6jfuDbxe7PdO2/1zW/oav7l+gTf433I7rncXjeMCKZeILWjxL9OFYG6ruzvzR1uD/NGptY0E9wirZ57QwM2+nl5RXYyAj6gVdg2M0fmEbgFG3z8vLy8gpsxPrm1n7kz9nwI9PCjwKjH9E44Mc2nB9bhrXNQk2TQNOI8yOdI6Nz5LVcRa3Rj3U8VR1PXctT0TmqGraiakheNSirGpJVDcmqBuVVQ4oatqKGo6Jz1XSeBk0tT4PvR9vc1bgyMw5qSgbVaEqNL0qMP/glakaCFgfUtAEVbUBF68dSiGZAVTigpg0YXTmgoQ2QbMbno5Zc/tCNw5ZsHtaK5Ivb9x5s7R9NLetOLcfy1Jgdu3zGlmTHLp/0im40GZVYGnoF3565MiCcNg0xZccuH/aS7Njlk1nZbZHGXsHFl37Ym5ZC3bqJum1TzrZNuds2FX62qXj7prLtmyq2b6rZvql++6bG7Zuav9jU/sUfOnf8oWvHB2jwc9yxyyf0yy8thnTv+KB7xwddO/7QseMPbV9savliU8P2TXXbN9Vs31S5fVPp9k3F2zfRPtuUt21T7rZNWds2td+O/N0P/3ZlfkQ71BWv/o2MljsTF534wt/R6XTqtb9bbP/3xaY3Fuv/RUf/ex39728e/SuTH01HZoYlmB9xNhyfbIr6gdfOZLbeqEWvwEbshdfntK4F/cQCI+gHXl5eNyvNJt2ZzNZ3Z3/p9TmtawHtpxvwfsRO9zGe62Phx+5xLWPUeP6jUNVC9KNRkXbNiBWPZj+aL6ymc2R0tozOkdM5mB9ruapanqoW78dBWSWWhQrWQuWgrHJQXj0kr+Yoaziqao6qhquu5qhruOoarqaGq6kx1RRLHp622M9oLhgH1SWD6mKWqnhAWTygLGapigaUxQOqYpaqmIVZsnhQU2xrJ6OxDFQXsdSoFgv7lYV9igKmPJ8pz2fK85iyPKY8v09R0Kcs6FcW9qsK+9W0ATWqSBqpWlxtUTpxneKK9kvaPXTjcHfbQpGoH9tZ42kVzKcVzLRKc9IrmcfOhSy9//H4uZCMKqYpmVXMzCpmE3P40NnvBgQz6D+puFwIil16gv5BsVnVTIs09w1ffPWfmVnpObu35npvzffeWui9tdh7a4n3nyq8/1S9b0vNV5vrv9rc9NXmtv2b2/dv7ty/ucuY0L17TBMP3bvHYkjY3j3d+zd379/ctX9zx/7NHfs3t3y1uemrzfVfbabv21y9d0uF959Kvf9U7L2V5r21wHtrnvfWjvtx//6jf1iBH007HLNe/tuZO7d4Pn+59eN/pNPpiRf/1/1zfxN76q+jjv3VzaN/dfPo/7e0H7dSx8cXDOiex8rwH3iFMUyda+yfnKJtJmkuMIJ+QKgrseGNUT/wullp5UeBw35sFapaiH5sHbbtRxtyHNG1DGubjH6s5ylruQo6W1bDlmEn7nCVtRyjH7lqOldVw1FWsRWVg7IK1kLFgLRiQFreLy3vl5QPSMsHFipYCxUsWcWgrHJIXjmkqBxSVrJVVWxVFUddxdGYUmlMBRqrw6ZotVg6qC5lqUpYquIBZVG/nNYnK2QuFPQuFDBlhUx5IVNB61PQ+hW0AWURS1XEUhez1MW4jjOWAbWxWkS1KMvrWcjtluR0zWd3zWcz5rIYc9mM+ZwuSW7PQl6vLJ8pz2cqCvrwolQX2ku/urB/uXdtj6PBZw0UuaJycrUtudKdkiZLiuSLu74+0coUZtFZmdVYqDVLJQuXbKvk0Fkt/WOHzgUODotz6CzHk1trN639Y1d+/pP+gpyCg96FB72LDnqXHPSu8PGuOORdc8i79vDu+sO7mw7vbj22u/3Yrq5jO7uO7+w5vpNpP73GF33Hd/Yd38k8vrP7+M7u4zs7ju3qOLar5ejupsO7Gw7vph/eXXPIu/KQd4WPd8lB7+KD3sWHv2IkP/rDP//IIT/i74hDp9MfvvD33EN/6frdu8H/538vcf6jI/1rB/0Y2Ki36ceKBcO41Ny/Flr4Ede/7sP3r9HzwwVmP7ZgfsS62KgK7cmxdUTXgt5iR6hpEqgb+Kp6rrKWq6hhy2rYshq2nM6R0znKWo6KzkWjpnNVNWxl1ZC8krVQMSAt65eU9s2XMGeLe8TFveLiXnFxj7i4d7aEOVfClJT2S8v6F8oGZOWDiopBZcUQGlU5LmVDqrJBVdmgqtSYkkFVCQtL8YCChmqxV5rfM5/XNZfTKc7uFOUwZnMYc7ld83nd0ryehQKmrLBPXtivKOhTFNpKAVNewJTl98pye6TZXfNZneLM9pmM1qn0lsm05smnTRNpzRPprdOZ7SJq51w2Q5LTJc3rkeX3KvKZynymMr/PVpjKfKYClxWMUNCvKuhXFfQTXUl2Lelgp3v1akn8mZL2jtvMyBe/PnW5qWuouEWQ18DNa+ChyTemwGYazSm0Svvg1FG/EO6YhNbEw6do2TTbTufQ1JVfvjJUWlx29nD52cMV5w5XnDtc43uo1vdQve+hRj+fVn+fdn8fhv/BroCDvZcOMi8dZF4+OGA//VZD+i4f7Lt0sDvgYHfAQYa/T4e/T5u/T5OfT4PvIbrvIbrvocpzhyvPHa657NuRlfXZay8u70e8HFE/Rv34/7/+Lz+8/M8/Ovejf6LT6QG5QjR+mbzTyWw6nT4kMjhyfGZMqh9vjPoBtidRP84p+hR9zSn61GtnMhs9DsMI/AF+hJ3JQ/px7IM3y43nQlr6EX98Zsbsx56Jxa5x7PpCkx+x/xr92DaqbRvRtY3YNqOFHxsF6ga+qo6rpHPMfqxhy+kcJZ2jomOKVNdwVdVsZeWgvHxgobRPUsKcLeoWFTKmCjom8jvG89rHctvGclrH8jom8junChgzhd1iWs9cEXO+pF9a0i8r6ZeVDsjQFyX9smI0fbIi7LW8qF9e1IelkCkrMGtRRG2bymwZT28cfdo4ktY0lt4ykdEyldk2Q+0QZzPmcrsleT3S3G4sed3SvB4sud3S3C5JNmMuizFL7RClt049bRpLqR9+UitMquElVnMfVXESq7lJdEFy3Uhq40Ray3RGmyizYy6LIcnukuZ0S3O6F6wizemW5nRJs7uk2V3SHMvRpOagI6Dv9izk9shye+V5qDExURLLyWfbks7vlHSwkByR6CPiM4Ij73RxZyu7xks6xorbRk0pacdSajMd5pTh0sMTn7wYzp+UlXeMrjQVnTbSyxcHbfg5p7qy5ju/mqt+tVd96wN9GwN9m4N924J926/5doX49oScY4ae6w87xwo/ywo/yw4/zVlJBsNPD4afHQg72xd2jhlyrjvkXHeIb8c13/Zg35ZA34ZA34Zr/s03gplpyRkPKMFf7V3GjxZyRP1ogV8m70kdElWM+KYi3t+3o1fOLHt+j0mR3dm78HskJxYME5yibV5fJrPRAzhdQT/wCmw0WA43+tF8fo+Xl5eX15aMcT6uc433I3p+OGMM82OLQIXeutHSjyOWfrS+G0rLsK5JqG0UaIwXDirpHEX1kKx6SFbNllez5TUcJRauqoarruGoqoYUFSxZWb+khDlH65rJb5/IaR3JahJkNvDS69hP6YNP6UNpdZyMen5mozCrZTSndTy3fTKfMZPfJS5A0y0u6JrNNyavaza/aw59kdc1l9c9l9c1l9c1l8uYzekQZbVPUVsn0ptGU+uEyTXcxIrBR+WsxEr242pOEp3/pFaY0jCa1jSR3jqd0TaT2TaT2SbKxF5gyWibTm+dSmueeNo0ntIwkkQXPKpiU8oGHhT33af13i3sjsvvvFPAuF/EjC9jPaziJNYIkupGUhrH01qm01tn0ttEGTYyk96KZjq9FR1txmIE3DgzGW2ijHZxZscstdOoXUyUWDmJV6T790s6vWvSHbXkEhfeOHimJP64TfeErl8wtWP/4SthMS3dQ/xpJWdKwbUV3kpyIShqXqblTyuci8AqN/7jV9NsDqekkFdSyC8pEJQWCEoLhksLRkoLRssLRssLJivzJivzpivzZirzZirzRE5lpjJvqjJvqjJvsiJvrLxgrLRgtLRAiKaytINWkHI77tO33xganuaIF+34UYtYyxH1I/4FnU4/ENtzqxjxTUX+O3bxDyeq8H7Ed7EF+MsKpYZR9MoZKWZJhyIhxHQVzYjF9TPGzjXbfPKjgTmFXX/dafRjs0CFxlhFalqHNa1GP5ruLWpDjiO6Zis/1rDl1UOyKqMiazjKGjaqSFUNR13DVlYOKtDisahHlN8+kd0szKhjp1YPPKnofVzSRaG1J9DaHxYzHpX2JFX0P6kaTKVz0ur4GY3Dmc2jmc0j1ObRzOYxastYZstYZvN4ZvN4RvNYZvNYZvN4RvN4RstEZstEZutEZstkRvN4WuNoar0wpZafVMWmlPXH07rv5LXH5bbdye+4W9h1j9bzoLgvoYz1qJKTVMNPqhU+wTKcXDtsfC1MqhUm1fAfV/MSqziUctaDYuadgq7YnLZoatPN9PqIp7Xfp9TcSKXfzGi4ldUam8e4S2M+KBmgVLATq/mP6cKk2uGk2uEndcNP6oaf1A4/qR1Oqh1OqhUm0YWP6YLHNfzHNYLHdEGScUzsXXzowqTa4eT60ZTGiafNU2mtMxntYmrnfHa3NLdHlocVki6VkKtryZWcDORKLWlhSXuFZPuwkjclu51C8/EN+mzvQVO2O5bP99nIjr3fmLPPmewk5i+v/Xj7y1g+f+XHn7/6bzte/cmO13668/WffvnGC1+++eKuN1/a/dZLu99+xfsXr+z9xat7f/na3l++tveXr+/75et7TfkV9sL7l6/vIf7T+5ev7/7la7t+8dqXb7+6861Xdrz50hdvvvT5Gy9uf/1n21574dNXf/Lpqz/59t03Yv6yd0QkG5hU4eXopB8/9qv9w8mqjYfK3/+65P2vS+h0OktkWPr6wmGjIkecvrhQoh+R6E1XYVvK0XgJNktk6Ef3EqD3pxhf7BzTto9oWoUqkx+bhapmoh9t3mTUfGTGyo+1HGUNW141JMPO3WHLq9nKarbSeFRaXcVWVrDkZf3SEuZcAWM6p3k4o5adXMF8VNwRn998N6suJq06Jq0qNqM2Lqvhbk7z/YL2+CLGw5Lex+V9SZUsLFWDSVVDT6qGcC/YSdXsx1XspGp2UjUnqYb7hM5NquYkVg0+Kh9IKGHep3XF5bbGZNRHpFTdeFIZkVId8bQ2Mq0+KqMpJrstLq/zXmH3vaLe+0XM+0XMB8V9uDAfFDHv03ruFnbfyWfE5rbfymyKfEoPf1J5PbHsGqU46EHhd3dzr97LC0ooCkmsCE+mR6Q1RFFbYnI77hR036Mx7xUx7xf33S/uu1/cj70oYt4rYt6j9d6l9dwt7Llb2HOX1nuvyK3QWtYAACAASURBVDhmUR/62pi+e8V990sGEsqHHlZxE2sET+pGU5om0lpnMjvmsrqkOT2yPKaCUEI+m4e5nbOkvUM3SxeSPRO6UcnijNwckTl6i4htRrFUZtc2cyuKcmXhEivHFfjRQazvT8GbM/DnzYWkqZZcJvZvTmG6kY/JjITKUWToN94CsmdS3z252DW+2DGqbRvRtAps+LFlWNM6rG2148cWghx1jUJtg0BTz1fX8VR0jhI98btyUFY5JKsaklexFdVsZRVbWc1RVXPUlWxlOUtW0icp6pnN75jMbOClVPY9orXdy6mPTa+KfFISRskLTcgNe1j4/ePiiCdlUalV0en0WGr9neymu3ktd3Nb7+a13stru5vXfi+/7W5e+9389rv5Heh/7xV03i1g3Ctk3C/sekDrvk/rupvfEZfbFpvdEp1ZH5FSFZpYGvygIPBeXtD9/KAHBcEJtGuUkuuJFeFPqm88rY1Mr49Ma7iZ3hCV0YhLQ2R6fURa3Y1U+vcpNWFPKkMelQbFF353N/fSberFW2l+kSm+3yf53nhyISotIDbryt28wPiiaw/LQpOqvk+tjUirj0hriExviExvvJneGJneEJneEJlWH5lWH/G07sbT2huptTdSa288rYtIq8feNY2DvW6MzGiMorbE5HbGFfbcLxlIqOAk0oXJDeMmReb2yvP7VAW4YzWu+5F0Sy57sqQj55MvczK5nettbN7bYolnNrTZOkfY3l2vrJ9Wgg9j3Ml0rSgTlrE24NJZ3o82g3+UwhL3N+PMGrimez4ab1Dm9J3NBLi7Q2J3gRSbb242IDLeItd4f9yuiUUG6sdhTYsdP7bY8mMLUY6YHwXaBr4GvbAa9WPl4ELl4ELloKxySF41pKgaUlaxlVVsVRVbXTmkLGfJSpjztG5xbtt4ei07qbTrQW5jbFplZBItND7n6u2nV6JTr95OD7xLDb6fExKff51SGP6o+MaT0ojk8oiUiojkyojkysiUqsjUqsiU6sjUqpup1ZFPayJTayKf1kSm0W+m10al10dlNNzKqI9Kr7uZVhuRWh3+pCKEQgu8l3MpJu1i1NOLt57630rzj06/GJ156Xb2lbu5Vx8UBCXQgilF1x6WXHtUGvKo9NrDkmBKcTClOCihKCieFvig4Or9/Ct3cy/FUv1vpflFJJ8LTzxznXLq2oPjgfeOB947FZJwJizRNyL5QlTaxRjq5bicq/fyAx8UBsbTAuOLghKKghKKguKLguJpgWgeFF69X3D1Xv7V+/lXHxQGPjCOFl8UGF8UGE8Lii8KSigOopQEU0pDEivCU2ojM5tjcjvvFDHjy9mJdGFK02R6m5jaOZ/TLTN2sd3sx9XodLu3llz+0M1yeyTtX2+z/GMbnFOkZ1pyLfzYa/W0GRt3DhcbhsQGtvF2tlyjK5fKrI1wicFrcUhkLhuxytH4fAX0+TOd44sdI9rWYU2zQNXMVzULVE2YJdXNQk2LEPNjy7CuZdhG2WiMthG9BRlfg15YXcNRVg3JKwYXKlgLFYOyikF55ZCiakhZOaSsYqsq2eqKIWVp/0IRc66wS5TdOpZaM/ioqONuVm1Uckk4JS/oTlpA1OMLNx5ejHwccPPJpeiUy7FpV25nXI3LDLqXHXQ/J/hBbvCDvOD4/GsJBcHxBdcSCkISCq8lFFyLL7yWUHgtofAahRZCKbr+qCQ0sSz0cdn1xLLriaXXE0uuUWhX7+Vcikm/EJns+33iue8fnQ17dCb00dmwx+duJPlGpvjdeuofnX4xNjPgdtbluOzLcdmXbmddiqVejM28GJPhH51+4VaaX9TT85Ep575/fCb04amQ+BNB944F3jlyJfbQpehDl6KPfHf7WODdE8EPTl2nnAlLPPf9k/ORKX43n16IenohKs0vKu1CVBr6wi8qzS/qqd/Np343U89Hpp6PTPW7+dQvKu3CrXQ0xnHSLtxKvxCd6R9DvXQnNzCh5PqT6oj0pujczrvF/ZQq3hNjCZndvZDHVBb0qwtWx49rcwDHCUs6caak7ROA7NyWHApJ9/uxF/ecQhuP4jI+/GBQbBg0PhGBLbb1yATjgxOWzRDOidg9w/GPVTA+nwt9fiFjQs+YWOwcXWwf0bYKNc0CVRNf1WT0Y5NAjV5M3TKsbRk2+9FajqbHZuH8qKxhKyuH5BUsgh8rB5UVQ8pKtqqSrS4fVJb0L9B65woYouyW0ZRqFoXWHketiUwqCo3Pvhqb6n/j4fnweL/wBL8bjy5EJF6ITLp488nFqOSAW6mXop9ejk27HJtxOTbzym3qlbjM7+Ko392hfneHeuUO9fJt6uXb1Eu3qVfuZH93Nzfwfn7gg4KgBwVB8YXBCYVBD/KvxFH9bz09H/H4bOjDM9cpp0ISTgTHn7gWf/I65XToozPhj8/dSPKNSPa7mXrhVpr/rXS/qKfnb6b6Riafi3hy7kbS2fDEM2GPTl+nnAqJPxF8/3jg3aNX445ciTl06da3F29+e/GmT8Ctw5djj3wXdyzw7vGg+yevxZ8KoZy+/vD09Yen0ISacxp9YXzrdOij06GPToclng5LPB366FTow1PXKaeuPzwV+uh02OPT4Um+N58GxOUGUkpCk+k3qa23C3viy9lJdaNPW6YzOmazu6R5TMVq+3EVO91O9bhd3Sm55JnkTUsWku5S5NKW9GRFuuTHXuLTXPtw5WTfjA1X2n1Q14yNsGzF4qGG5mdyTRsf7jpl6Jo0dE0YGON6xvhix+him5Ufm3B+bDb6Eb9ZmMpG8wNXBdoGgbaOr6nlqulcZTVbUTkkL2ctlLMWylmy8kF5hfnUblXFkKp8UFnSt0DrnctnzGS1jKZUD1KK2uOo9MgnJaHxOYG30/wjHp0PTzgfTvG78cjvRqJfxOMLkUkXIp/433xy8WbyxVspAdFPA2LSLsWkX4rNuHw78/LtzEuxGZdi0y/GpPtHp12MSQ+Iybh0m3o5LvvK3Zyr9/ICH+QHJRQG3s+/cicrIDrNLzLZ93vMdCevJZy4lnAyhIIa6mz443M3ks/fTPXDirin5yNTfCOenPv+MSbH0IenrlNOXos/EXz/eNC9Y4F3jn53+/DlmEMBt3wCbh26HH34SuyR7+KOBt45FnjveND948EPTlyLPx78gJj4E9ewnLyWcDLEFMrJEMrJkIQT1+KPB98/FnjvWOC9Y0H3jwXHH7+WcCo8yS8688p9WkhSVURGc2x+94Oyocd1I6kt0xnts1kmP/avhR9dKSfdvl9yxZZcuru91L0tln9Eouf0tVdbka76EW/J3insIav4xzCgruyz9ZhWLNM24sjjsPFORNM9aeiaQOVo6BzXd9r0I2ZJdZPA7EfTNoHvU6NmRJ8y2CDQ1vO1dTxNLVddw1FWDSkqBuXlrIWygYUylqychV36Uj6IXfdShtaPPfP5DFFWy1hqzdDDYsbd7IZbqeXhjwqD71IvR6dcvJl08eaTgFvJAbdSAm6lBNxKDbj1NCA69VJ02qXY9Mu3M76Lo165Q/3ubtZ3d7Kv3s2+cifr8m3qpdiMgJj0izHpAbepl+OyrtzJ+e5e3tX7BUHxtGBKUXACLfB+/uW4rICYdP9bqX43k30jks5+n3Q2LPFseNK575/43kj2jUz1u5V+MYZ6KS7n0p2cgFjqxeh0/6infjdT/SJTzkck+94wu/JM6MPTIQknr8WfCLp/PPDuscC7xwPvnQi6fyL4wclr8adCEk5ep2DV4nXKyRDKiRDMxSexwvAhWjCeCU88E/74THjimbDEM2GJp0MfnQyhnAh+cCzw3tHAu0cD7x0Nun806MHJ0Efnb6Vfvldw7XHljYymGKMf0foxa23rx9UrJ52y5Mp2SjpdSEJf2/1+xEvKPHzaUpc2MmUjjs+uG82koXvS0D1hYKAZN3SOGzrG9R3ji+2ji20j2hajHxv5yka+qkmgahSomwTqJqGmWWj5/HVC2WhMvUBbz9fW8jR0nB/LBjA/lrFk5YOKcpayfFBZPqQsH1KVspTF/QuFvfP5XeKs1onUWm5iWe+DgtbYTPrNlPKwR7Tg+9mBd6hX71AD72YF3s0JupcTeDcn8F5O4L2coHu5QQ/ygx/kY/sZE2jo3sYQCi04oTDwfv7Ve3lX7+UG3s8Pike1WBzyqDQksSw0qSI0qTzkUUkwhRb0IP/qvdzv7uZcvp11KYYaEJMZEEsNiM0KuJ196U7ud/cKAuOLgiglwZSSwISiwAcFV+/lfXc358qd7Mu3sy7FUgNiMgNiMi5Gp1+8le4f9fTCzVTUm+gh7PMRyb4RKecjU87fRHcpPjV20lPORSSfi0j2jUjxjUw9fzPVL+rphai0C7fS/aMzsKBF682n5248OROeeOp6AlpjHr8Wf+xa/Kmwx37RmVce0EKSqiMyW24X9MRXsJPqx56u4f5Ht1vSuR6323ZKPlOFpKcpcik/TskMIvnymVlhHJnmEvOathkZIVMyw5RMP7Wgn1pYnJQuTkh14xLd+Lx2XKIdl+jwmZAuohnHvbDOmGRxTKIbndeNzutG5rTDc1rhrEYgVmOZ1QhntbjoBLNagUjDE6m500rOpHxwXDowMtsnmOnlTnazxxmDIx0DwvZ+QXu/sH0AzXDHwHC7MR0DIx0sYwZHsbBGOlgj7QPDbf1Y2gdG2lkj7Sx0hLGOwfGOwbGOwdEO1mj7wAg6Tmu/sLVP2NonaO0TtvYJW/uFrf3DbQPop7CPtLNGiOML0LQw0fCbe3nNvbzmHm5zD7cJDTqkl9fcyzeG12R6lziCcTrY1Fp6+c293MZuTgNjsK6DVdfRX9veX9veT2/rr+1gNXZzWvqE7awxBmeqmy9ijswPjMsGJ5XsKRVnRsMVaXlinSn82WcmgiUyZzdC21kctsrIvO2MopFgGbPKuMT2Nj9hK5PWWTBnyh2ZlpGTGdni5ILeUT9OyQyP0vP/+3jAs5djAV9hubjv6MV9R/z3Hr6w55CftzF7DvvtOXxhz+ELe4/47z3iv8+Uo/ZzxB8dec/hC3sO+3kf8tvtc36Xj+8uH9/dPud3+5w3Tdz78AXvwxe8D/l5+5zf/a3vlwfP7fzmzBcHTn6+/9hnXx3+dK/PVu+Df9r9zSdf/gXNll1fb9n19Zbd32zZ/c2f8PH+Zqv3Qev8yRs/Djrw26170Phs3eOzdc+3W72/tTEy/lN7vv10r8+2fYe27Tv06V6fT7FPET6CNQwN1toDn+w88MmXpvzlky//sgVbBNwIO02jmRfwT7u++dOub8yT2nng4y/2f7R934fb9vzxU+//3Lr7/27dvelPu/7zU+8Pt3/18c4DW3Yf/HTf4c/2H/viwMkvvzm7+1tfb5/zew75reArg0BWmEdpuRaKtOtHkdzw38cDJAAAAOuDfUf9p2WOXX8NfgQAYF2B+rEL/AgAAGCByY9d4EcAAAA8eD+iAT8CAABIJLb8qAA/AgAASMCPAAAA9sD8iDuHHPwIAAAgkVj4cRz8CAAAYMTSj+P2/TgDfgQAYD3hqB97wI/AswAjbIPpSZYHqBIJI2zDhjDGGrfAXXNc+8YDRJb3o+nWOM74Eb+1otvrcqPZHWeNcaTlxHFsbMkkbt8rbv+GMMZKGrzsmGR8p4ywDbivgXrAy+tA2DPoR9MUwI9ks4wfe1z3o+kLRl/b+MqpB0wbNSNsg9cBqiObxWpvOo603BFHrPQj7sLB9pvcZffbcWD6NnDqO3UVW/N4FutH8KPHsIZ+lFAP2KwknJPIWvrR8ZYvOwIpflyi/ebh1AMrstjSY5Lyw7Y5U0bYhg1hYQeIlay5tsX9ebAzCjZJ8wg2/rzb7tHjy3PLIQeoWNsOHNhAaIh5asY/V4TG4z6yIYwatgHfIDvfMuACnlA/EntFpo1oQxjD9sZn3KTMm8YqbBlO1Y92fyroO6aWL/NrOUB1fYlcrB+tDYJbOFuLtvR3ah4ft4qMS23pHWeX3Z4f8c7bEMbALbbxlfUQYxuwf+MmvYT6CesQt3Ltzde0kszvEP9KWTee8JEV7hIBVs7q+9FsjCW+TuJfa/uFAGPNNgtHWk4Yh/iTJvxUiJ1NXEFi+9dCTvvx4yxlEKzvTLVaNLstsDF33GQd8I7ji2xvs8G/dmSIsfFWxaOFyq1Wo2lqK5wv5mP0fzb719Z/wKAPvvqsZf/azhA86M/NYrOw3viWnY7rONLypY2D2ZwoT0c2/bVsv83+taO1p42/Czaw/Z1aFI+2vLNibK1BJ/1obrsXulrsLqfVHz+n/IiufuoB4t8S8CPZeJgfLfeC2dn4lp+OyzjjR1utNVaGxK6WB/qREbbBWBU66kfiotnF4jslrg237hghluBWx68dqI6tannCF2mrzbi9AYS/BNZfuq25EFvrtcG++8CPZLDviP/0wiJjTMsYx+LW62cc+JVaFjGEX6O9jc9j/Wi/teadjPb71yT6kYE/yryUQYj9a9uOW+I7JY7uflfiS1LL8x8JXwexYLUaYjXAtOPU8ksiFMGWXzqxMraYqFWtSpwX8XDZ8n6E4zPuZ++RC9MLOsaoxhSFxvDSz3+9dn6UWO+zN20fS2x8uHFW/fiMw0PstxZ9a0MYA9fspX4tbj0+s8QQXOfW9rFXiwLHlneMi0aYv43jMEbzEp1h7Z3n7nfu0AI9d0v9XLDnkN+UVNcxrELTOaxSaPTu8yMArFPw5zIs1y+weQoA4AHs9vGdlGjahHJT5Br9i2/8CvwIAMB658tvzozPqZq486bI1Ys/e/0XXq+89a5Sh/ROG0wRKcCPAACsI77484kxsaJuYAYLa0am0r3w6tu2/Aj1IwAA64nP9h0emVmo7h4zZUGp/ekrb1r5EfrXAACsM7Z6HxRMzZe288o6eGUd/LIOvlSh/reX3sD8yJw2MKewOOFHanYh6XFuvZDebKdb7jntJ2XZB1hDFVV1pLf/+U5FVd0Aa8iV7fNZ4ZMv/8KfmC1qHixqHixuHixuHpLIVT9+8XWjH6dc9SNCKk7/0p7dlntI+13BlWUfGZ2ZFkvIXoLnnGmxhCOYcGX7fFbYvOPPvHFxYUO/KRKZ6l9/9ip2/NoD/UjNLlx0AHTWHuXHtWn56rXfFdZs2UdGZ8he1nXB+vEjf1xUUMc0RSJT/usLRj/2TRlM8Sg/LiyJJ/txtVu+eu13hTVbdvDj2rBO/PjJzgP8cXFhfV8BmjqmRKb8lxdewfrXfdMGNEynzu8h/kqLfbx8inH/wDAPcwhqdqFOp5vH8eku/3kiOp3OXX40tXOFzSSt5bbWPFLs47UxmuPqArjAmi07+HFtWCd+3LLra8HEXHETq6ixn9bQX1jfZ8OPTFf9yIneSJQMJ3oj9ns1v3IQ9Jc2Z+TPJ1PRzOFwmx/NXiHI3TnWpuXENW9e/Z7gxzVYdrMfV7xluYb5D75xrrYagI7l+t9a0lknfty659vhqfmyNnZJy2BJM6u4cUAiUxn717j6sc+99aPtlw5BzS7UaDRTU1NTU1Onr/fgM2VEo9G4u3/thl/b2rTcqv2c6I0bfXzW1BUkLvvyflwNbxb7EP72o4q0MSM3/JU1Y5r+Gv8lQGe+Pvz42VdHRmaklQxhRQevvI1T1sqWylX/+rPXvF55613VqvkR/4Wu9MulZhfKZLKeJZHJZG72Iyd6ozvqxzVouWX7i328fIrJ+AWRs+xk+NFqiuiWbj0j986a1C91nfjxiz8fHxPLa5nj9J6R6i5hFUMgVaj/zXR+j8f6cVnc6Ed074Bb9j+uQcuJ7cfWuYf4cQ2W3dKPnOiNG6OjzTuRjbt6TJWXdafYi9hRthgHK8eJO4sstg50iHlMdORiQiusfgCm+RjfsdxFb/63xYLYXlI7i+Mm1okfd359anxO2ciaru+frO2boDPHFpSan7z8c6x+7J8xmCL2GD86GMTN/WtXFbk2Lce3n9QeGDnLbsOPXsTNzua+b+wl7ls2DyGOY+o+m7DXj8bNGpuuze8De238dZhHxe+CsjVHi6lZL6mNxXEUL1vgR1gnftx18OzkvLqFPdsyJGoanGlgTctUxusLV8+PLu5/JMOPblDM2vsRVzy4vYDw0GW3WT9ybA7hWK2eYlsjLzGOaUy79SNuavghNvyIzWmpw5YWxaC1H+0tqb0JLskSckTWjR93f3tuSqJu50lauXMt3Nlmtliu0r3w6luYHwdmDKa404+uHb9es/PDiX9/3VA/knV+uCfUj2t9frhDfrTymg0/2h/H3iDr/Y82Kz5bny72seqAm9+xqmRX048ITpHWb60vP/IlbTxJK2+ulTsnV+teeO3tVfajy+c/SqVSqVRqcSRUamQ1zn903S9r03Jba94j/Lg2y74CP9r482ezf00cx+aqtHf82nry1qeLod4zd9utxYyOYesjS/vRhf61CZtyRNaNH3cdPDslUbfx5tu4862c+VYO0Y+sGYMpLvvRPVCJZxqbzqRbpfPDn7mWr177XWHNln15PxLOQbT682fjgAZxHHuisXn+o8WkiDszjW9tdPD4DKGvj1+QJapFOD7jGju/PjU5p2xli1vYoma2qHlIROhfs0QGU2Y9yY/484o/3eU/R8ST/bjaLV+99rvCmi27266fceupiuTj7sVZJ3784s/HJ2YVTazJxgEsMpXWfPx60CP9aDrT2B6rcH74M9Py1Wu/K6zZsrvmR/wpNOTukHALq7g468SPn+07PC5aqOsdqe0Zru0dqesdkSk12P0fUT+a4jl+XOPzH5+tlq9e+11hzZYdrr9eG9aJHz/d8+3ojLSmi1/N4NV08Wq6+AsKzY9fNF4/Myg2mDKr9BQ/knJ+z7PS8tVrvyuQcH4PsJqsEz/+afc3I9Pz1R2cqnZ2VQenppO7oFBj939U6ZAhscGUOc/w44rwKD+uTcs9pP2uAH70fNaNH78eRf3Ywa5uZ1d3sBcUauz+FGodwhYbTHHOj6THufVCerNd9+MzHacXHO4fvgasn/uHb/X+ZmxGQu/i1nRy6QxubRdPZqof1TqEPWswxQk/AsAaIxLNjU7PQ1Y7ItEc2V/1WvDpHp9xkbSBKazvEdb3ChuYwzKlcf+jWodwZg1YnKofAQAAnl22f3Vkck7ewppoYY23sCZaWBNylfYn6PFrtQ7hzhpMAT8CALCu+OLA8el5ZSdP1MEVdXLFnVyxQq3D7k+hXiT4cR78CADAeuLLb06LpOreYakpSs3iz9DrC9U6hAd+BABgvbL723NimbZ/XNE/gUWl1b/4+i+x+pE3ZzBlXgV+BABgHbHn0PlZuW5wSm2KSmd46Y1fYX7kzxlMkYAfAQBYT+w9cmFOscie0bJFWNQ6w0s//7XXK2+9q1lEBPMGLOBHAADWGfuO+M8p9VyxzhS1zvDym9Z+nHfZj4ywDcZr5Q9Q3bcEwHqCesDLEtiYgFVj3xH/eaWeJ17kiRd5s4u82UW1zvDym+9gfhS6zY/UA14bwhgSiQQVJWzUgCtQD7hrE2KEbTBumABgwb6j/hKlnj+7aArRjxKDKVK1C36ErRBwJ+BHYC3Yd9RfotIL5szRLCJmPw5LDKa45EcJI2yDl+V2aO5xH6BKiFsq+poRtmHDgQMb0BHMXSvsl2H+uOlj7vvZAB4N4YvGd7oPUNGNx7jZ4PbqYJsJYbMx/gPbgmD7AQgs48cRqQGLq36U4DZM83aKbozYK5t+tBrZ2FXHjQ0lwLrDjsiW2GywjcRqs4GNB7DPvqP+UpV+eF4vnNcL5/XD8zg/aheRMakBzajUsOCqH41Y+c3GlmoxxHojxtcFhBISWA8Q/WhRJNrcbMzqJG42VPAjYBeTH0ckWAh+HJcaxo2KdJsf0Y3bDX6ErtC6Be9H4qG/5f1I3GygfgTss++ov1SNmXFUoh+18OPEgmHcGJkLfiRsltj2bNW/xm/0ljWmzf41fkckuHJdYeFHBzYbc/+auNmAHwH77Dvqv6DWj0mMkeq11vUjGlf8KCHsRDduzRY7JAm7zjdY7RuyOj5jHgLHZ9YbhC+a0Gm27ohY7oOx2GzQf6JTg+0HIGD046Ip2kUDoX40xUU/AgCZgPqAlYP6cVyyiEVK9OPkgsEUOfgReMbAn/kDvWhgxew76i9T6yeki6bg/KhHpmQGU+Qa8CMAAOsIkx8nF7CY/ajTI9MygykK8CMAAOuJfUf95Wr91MKiKQQ/zsgNWMCPAACsMzA/yhbRTMsWdXqcH0VyA5oZuTN+LGHwL2S0746rgazbXMhoL2Hw3bW9DrCGKqrqSH/8LOSZS0VV3QBraKXb276j/gqNflqmnzFGp0fMfhTLDWK5QSQ3iBXO+LGRPcucWCD7ab0AmTAnFkr6Z1a6XdoDHm8NOIdzz+xG/YiaUSTXi+REP84qzVFqnfEj2asFIB/3+hFBEHdNDVg/IAjinB+VWr1YYTCF6EeFwRi9UqsHPwJOAH4ESAdx2o8avVi+KJbr0Zj9uKhH5lTInNIwq9TPKsGPgJOAHwHSQVzw46xSL1Yszir0swoLPyoNc0o9Gnf4sdjHy6cY9w8M4zDTEPNIVp9yeAjgKayqH3F3p7AcYnmzHuNF/sSrVAmj2bvExjwX4kTx41tN2c7Z6dQDdk9Wt5yEjSlYX2ZrvR6sl9F6DoTr1+212+44dk+8X3qdExtkdUmT1Zqxt7BOgLjQv541ytHSj/NKPZo5pV7lkh850RvRBcUsxoneaPmy2MdrYzQHQXCys/yUY0MAz2IV/cgI22DrB2pDP4ywDehNlom3wiXet5l6wOYvET9Nwj0BcHe7sJqyvUsaqQe8Dhw4YEuQ5rkbJ2Y1BcKtN3DTwLfQRkusm2t6aTlTR8Zx9GpNRtgG9A7FlhM0WdTKl7g149470CDO+lGl1c8p9KYycZHgR5V+XoUp0jU/otiu8jjRGzEx2h4A9eOzzar5EbtRONETFkMwqAcs7o5r+vEue90hXNywmAAAIABJREFUcZoWn7AxAeMg29M2etpWEy29bj0F4r2KcDd6sbnUSy0d9p71TB0Zx7GbHlkvJPFzFpK1v2bccRc6xEU/Kmz5UaLSm6LSrZIfcaWk7QHgx2eb1fKj1X1EbQxBMQ0i9pNtq9QCi2laTt1WiWdRJOHrWVQCdrRqWSNZTcH6hpbLLLXdqst8z377hZn9cWwumvWnl2mQ1U2O7awZ0utHUzd6fgk/qlfHj5zojV64YhHtLcP+x+eJ1fGjuYNs/D1ZD8HAfnrGkdDf9YEDdkpNAlbTtJy6VX8bv4/O6jaUppbYbCT21Bwvy97sEo8gsbfUhJZYYdqrYGOmjoxja9GsZ2FDqvb/tCy9Zly/uwjifj8aEKnaHLXO9fMfLS1mIUf8YNx44Mdnm9Xwo/U9wu3fbN7ufsBl/WhjmsvWj3bqLaNqcIcuiLPGWcDuFKz9aH+pbU+HOCO7M3VkHItVRMTWrk/L8fDj2F0zbpGjxAU/qnUGicogURmkKoNUZVjEn/84p9SjJ/fMKvQqN5wfTrCYHTlib+HeAT8+26yGH209R8ZiiFU/lADDgbuHWx6MtdyFaWfqtmtD9LOEgslS40u02bwrkLD/0VYLl2sJYSRbM3VknCVXgK1i1sZqJu5BtbVm3CVHidN+PIKe/6gXy/VihV6sWDQfv1bpEJbIwBIZWDMG1oxhVuFWPxb7eNnd6wj143PFqp7fs9wv1qr/a+ohOn782m79SOg4WxxsxQ0xP1FkSbWafGF3Co70861bQpiD5fJZztSRcWw0zM7aWnKlmv1oe83Y/aAzIM76USRf7JvSYZnWqXTG+1PINUjLmL5lVN88qm8e1Y8vuHP/o/nkRy8vLy+sjjQNJJaV4MdnGzL9aPMcO+LeNnwNtsQOO1xJ42VzfJuP+8ANsVKJdW/V/qmI1tNc4jlj1p+y/Cz+XeJMHRlniVlYr3PbEySMZ3vNHLD7QWdAnPLj3iP+YxJdvUBTL9A2CLUNQq1Mg/Nj84i+yZhxKVw/AzgDXD8DkA7inB8PXxiZ19XyNLU8TR1fUy/QEPxokmMj+BFwFvAjQDqIU37cc8hvZE5bw1XTuZparqaOp5GpDS+/+WuzHxvRDIMfAScBPwKkgzjlR28f3+FZTRVbWcNR1XBUNVzVglr/0s8t/DisbwA/As4CfgRIB3HKj7sOnhWK1RUsWdWgvGpIXj0kX1DpX3rjV5gfUTmifhwDPwJOsUp+tD7SssQj0s3HXwmgl2S76xgA4LkgTvlx59en+SJlab+0grVQPiAt75dIVYsvvv5Lr1feelemQUxyrAc/As6yKn60eacJi/Na7N+pARsLGwkejP38gzjlxy8OnORNK4p7Z0uZcyXM2ZIekUSp+9lrb5v9iMoR/Ag4zSr3r21f6Gt9tYnVSX0WZxQCzzOIU378fP9xzqSssGuG1i0qZEwXdIzPyzUvvPoW5keTHMGPgNOsrh/t3D6BWD9aXYhBOJ0aetfPP4hTftz+30fZEwv5HZMFnVN5bWM5zcI5mfonL/+c6Eehvk4IfgScZPX8aPMuDHgXEu5GQbxCY4m7SADPH4hTfvzsqyND49LctvHctvHsZiG1njO3oPq3l17H/GiSY51QPwp+BJxi9fvXtm+sgId4iYbtfY7Q1X6OQZz3oyS7dTSnZTSznpdWw5qVKn/84mtmP6JyrAU/As6y2uf32L2xAmEUgkNtjgV+fI5BnPXj4Lgku2Uku3kko46TWtU/K1X8+GdGP5rkWCvUj0rAj4AzrNL9zWwcrbb3OAHCW3buMLH0rbSBZxzEOT/+99GhcUlWy2h2y0hGHTe1ql8sVRL8iMqxVgB+BJxktc9/RK1m8z4INp5UZf+OFWDH5xjEyePXx4bGpdmt49ktoxnG/vW/vWjhR4GeDn4EnAWunwFIB3Hy/McT7ElZbsdkbttEVtNwRj13dkH1k5fewPxokiNdoB8BPwJOAX4ESAdx8vqZU5wpRT5DlM+YyWmbyG4ZmZOpf/rKm0Y/GuUIfgScBvwIkA7i7PXX3BklrWe+sGeugCHK65ial2tfePVtSz/WgB8BZwE/AqSDOHv/Hr5IXdy3UNy3UMSU0HpmJUrdz17/BeZHkxxr+OBHwEnAjwDpIM7e/1Eg1pQMKEpZitIBWUmfTKpcfBG9f8+CBsHkKNBXgx8BZwE/AqSDOHv/cMGsrmxQVT6oKmMpywaVUpXx/o8LGgSVYw0f/Ag4D/gRIB3E2efPCGZ15WxN+ZCmfEhdPqSWqgwvE/zI11eDHwEXAD8CpIM4+/xC4ZyubEhTztaWs7XlbI1UbXz+zIIGMcmxCvwIOAv4ESAdxDk/HvUXzunK2Zpytqacra3gaHF+VCMmOVbx9SPz4EfAGcCPAOkgbvCjppxt5UdUjlU8/TD4EXAK8CNAOogLfixbxo88fSX4EXAW8CNAOoizfhTM6crYGpMiCX5Ei8dK8CPgAuBHgHQQF/xYOqQxKdLSj6gcwY+A04AfAdJBXPOjSZEEP5rkCH4EnAb8CJAOsqp+rAA/As4CfgRIB3HZj6gibfixAvwIuAD4ESAdxAU/lhj9WDpkz49c8CPgJOBHgHQQd/lRRfQjKkfwI+A04EeAdBCn/TirKxnSlNj0YwXOj0LwI+AU4EeAdBBX/DioMSnSyo9cfQVXXw5+BJwF/AiQDuKCH4sHNSZFmv0oVSOoHMGPgCuAHwHSQVbPj+XgR8AFwI8A6SCu+dGkSEs/loMfAdcAPwKkg7jsR1SRBD+Wgx8BlwE/AqSDOOtHPs6Pxfb8WAZ+BJwF/AiQDuKCH4twfpRY+7EM/Ai4APgRIB3ENT8WgR+BVQL8CJAOskp+LAM/Aq4BfgRIB3HZj0XWfizD+3EO/Ag4A/gRIB3EHX4ssutHDvgRcBLwI0A6iCt+ZIEfgVUD/AiQDrKKfuSAHwHnAT8CpIO46EeWPT9ywI+AS4AfAdJBXPcjy9qPHLMfBeBHwCnAjwDpIG7xI8uOH0vBj4CzgB8B0kFc8CMN/AisHuBHgHSQ1fNjKfgRcAHwI0A6iGt+pNnzYyn4EXAN8CNAOojLfqRZ+7EU/Ai4DPgRIB3EHX6kgR8BtwN+BEgHAT8Cngn4ESAdBPwIeCbgR4B0EPAj4JmAHwHSQcCPgGcCfgRIBwE/Ap4J+BEgHQT8CHgm4EeAdBDwI+CZgB8B0kHAj4BnAn4ESAcBPwKeCfgRIB0E/Ah4JuBHgHQQ8CPgmYAfAdJBwI+AZwJ+BEgHAT8Cngn4ESAdBPwIeCbgR4B0EPAj4JmAHwHSQcCPgGcCfgRIBwE/Ap4J+BEgHQT8CHgm4EeAdBDwI+CZgB8B0kHAj4BnAn4ESAcBPwKeCfgRIB0E/Ah4JuBHgHQQ8CPgmYAfAdJBwI+AZwJ+BEgHAT8Cngn4ESAdBPwIeCbgR4B0EPAj4JmAHwHSQcCPgGcCfgRIBwE/Ap4J+BEgHQT8CHgm4EeAdBDwI+CZgB8B0kHAj4BnAn4ESAcBPwKeCfgRIB0E/Ah4JuBHgHQQ8CPgmYAfAdJBwI+AZwJ+BEgHAT8Cngn4ESAdBPwIeCbgR4B0EPAj4JmAHwHSQcCPgGcCfgRIBwE/Ap4J+BEgHQT8CHgm4EeAdBDwI+CZgB8B0kHAj4BnAn4ESAcBPwKeCfgRIB0E/Ah4JuBHgHQQ8CPgmYAfAdJBwI+AZwJ+BEgHAT8Cngn4ESAdBPwIeCbgR4B0EPAj4JmAHwHSQcCPgGcCfgRIBwE/Ap4J+BEgHQT8CHgm4EeAdBDwI+CZgB8B0kHAj4BnAn4ESAcBPwKeCfgRIB0E/Ah4JuBHgHQQ8CPgmYAfAdJBwI+AZwJ+BEgHAT8Cngn4ESAdBPwIeCbgR4B0EPAj4JmAHwHSQcCPgGcCfgRIBwE/Ap4J+BEgHQT8CHgm4EeAdBDwI+CZgB8B0kHAj4BnAn4ESAcBPwKeCfgRIB0E/Ah4JuBHgHQQ8CPgmYAfAdJBwI+AZwJ+BEgHAT8Cngn4ESAdBPwIeCbgR4B0EPAj4JmAHwHSQZzz4xF/nlhXOKApZGkKwY/AagB+BEgHccqPezE/qgsHNGjAj4CbAT8CpIM46ccLPLGuoF9tUiT4EXAz4EeAdBCn/LjnsB9XpC3oU5kUCX4E3Az4ESAdxCk/eh86zxFp8pjKgn5MkeBHwM2AHwHSQZzy424fX860OrdXnt+nzO9TFfSDHwF3A34ESAdxyo+7Dp5lT6lyuhfymIr8PmVBvwr8CLgZ8CNAOohTfvzymzNDU8rsLmlurzyPqQA/Au4H/AiQDuKUH3d+c2ZwUpHFkOT0yPKYivw+8CPgbsCPAOkgzvnx69ODkwoq6sde8COwCoAfAdJBXPLjPPgRWC3AjwDpIFA/Ap4J+BEgHcTZ4zOw/xFYXcCPAOkgTvrxLBy/BlYX8CNAOgic/wh4JuBHgHQQp6+fmYHrZ4DVBPwIkA7iwvXX+XD9NbB6gB8B0kFcuX9PP9y/B1g1wI8A6SBw/0fAMwE/AqSDuHT/cA3cPxxYLcCPAOkg8PwZwDMBPwKkg8DzCwHPBPwIkA4CfgQ8E/AjQDoI+BHwTMCPAOkg4EfAMwE/AqSDgB8BzwT8CJAOAn4EPBPwI0A6CPgR8EzAjwDpIOBHwDMBPwKkg4AfAc8E/AiQDgJ+BDwT8CNAOgj4EfBMwI8A6SDgR8AzAT8CpIOAHwHPBPwIkA4CfgQ8E/AjQDoI+BHwTMCPAOkg4EfAMwE/AqSDgB8BzwT8CJAOAn4EPBPwI0A6CPgR8EzAjwDpIOBHwDMBPwKkg4AfAc8E/AiQDgJ+BDwT8CNAOgj4EfBMwI8A6SDgR8AzAT8CpIOAHwHPBPwIkA4CfgQ8E/AjQDoI+BHwTMCPAOkg4EfAMwE/AqSDgB8BzwT8CJAOAn4EPBPwI0A6CPgR8EzAjwDpIOBHwDMBPwKkg4AfAc8E/AiQDgJ+BDwT8CNAOgj4EfBMwI8A6SDgR8AzAT8CpIOAHwHPBPwIkA4CfgQ8E/AjQDoI+BHwTMCPAOkg4EfAMwE/AqSDgB8BzwT8CJAOAn4EPBPwI0A6iHN+POLPE+sKBzSmgB8BNwN+BEgHccmPalPAj4CbAT8CpIM45ce9R/x5Yl1Bv8oUiUr/8pu/Bj8CbgP8CJAO4pQf9xy+wBVp85hKU+aV+pd+Dn4E3Af4ESAdxEk/+nFEmtxeuSngR8DNgB8B0kGc8qP3IT/OjDq7e8GUeeXiSz//ldv8yJxYIPvnCZAJc2LBvX6cFkvIXibg2WNaLHHGjz7n2dPqrC6pKXOKxRffcJMfhVPzzSNSyDqPcGp+pdulPUSiudHpeQjEiYhEcyvd3nb7nGdPq6kMqSnu9CMAAMCzy+rWjwAAAM8uq7v/EQAA4NlldY9fAwAAPLus7vmPAAAAzy6re/0MAADAs8vqXn8NAADw7LK69+9BeVzdt+tW+e+v5j8f2XWr/HF139KLHB0dfeHChdPPCxcuXIiOjnZm+wKAZ5nVvf+jRCJ5VMn8Q1zdR+3SzYO65yMftUv/EFf3qJJpb5HDwsNjYmKmpqYWnxempqZiYmLCwsNd29gA4Blj1f24I6rsow7pUZ5m4XnhKE/zUYd0R1SZvUU+f/78zMyMVqslu6VuQ6vVzszMnD9/3rWNDQCeMVbdj7+/mr+ZpSP7B+5mNrN0v7+ab2+RT58+vbi4SHYb3czi4uLp06dd2tYA4Fljjfwofb5Y1o863fO2yDqdDvwIrDfWyI+r0XQSccSPa9meNQD8CKxD1sKPHw9o590BI/R9LyMHMt0ySSf5eEC7rB9XMDn8gq3FomUeWPlMwI/AOmSN/DjrMh3X3/d6/3oH9q+MP3t5/TljJR82f9YNLOtHrXYli0xoXsf191eyaM7MIuPPK5+DVqsFPwLrjbXw40cDGrGrtIW8/35IGzmftuajAc2yfnS+ee5urdU00/d77U9f4QTAj8A6ZE382K8RuUhryPvvh7TaGLh/P9o13Z+ODkvf7/X+/v3m4V7700WtIehr6yk4y0f9y/vRhaVL348uj7HhuKan7zd2w/enO70G0vevfFWAH4F1yFr48T97FDwXqb7yzjtXqq0Her1zpRp9sechj8fjPdzz/9o786+mzvyP8yfMTGfOtPY7VaxarEtL+8NUp9vMnPOdqXZRBMIiEEJIAkVtBVy/3zOdsbJjWNQQCIjKkgRC9hAgqLgUISSBLJCFJexkDySEzfb7/eG59yZhcalaj+W+z+scc+99ns/zeT557vs+qCQBkeXIeeTKqt2fQn/rmX24P3o8nicItzw9cOxzFnrpnefAQHlkwHv/W/7zKlAe+eTV8Hg8qD+iWm/6Jfzxr91uw1NKcjY4+Kxk7ZO0iIAIGvyHb2PJ2eCACNqq3Z9Cf+12P9IfnyDc8vRoESDnAF8Fn6WtmMXPrIDkbMQTVwP1R1TrUL+QP+qfVi1ng4PPtqx9joYJwNBomOCzLf7nwevVej+NHscfnyDcsvSQnAMwtIc00//sCrScxTxxNVB/RLUO9dw/n+LDf3E/7XZpn1pNZ4IDgs80QUelmIAAzJkzwf5noAZNZ4IDMKVIL0yptsm35TPQp92uh/vj7Ozsk83Nmx6S/arTgM9oSzEBwWdKf7kKzM7Oov6Iar0J/vzHeYTn4I8KV++zkPi09yfOcGpvr/h0cPBpMXyVGh4AHYlPBwcHQ02hU9RwuNMz0aeKR/vjz5yYX5Ygbe80fM48TQWo4U9eCtQfUa1DRSWd6rcscdVzCM/488M//Bf3E/mM+rmLEhYQRgEvRSffffek6HkO9ol85uH+6Ha7n+f4q+r5VsDtdqP+iGq9Cf5+hVmE5+KPyueqy6EBAQHvnhBAh4IT73oPnosexx+f5/gr9PwrgPojqnWoCOIJg3mhoceN8Oz98WPZdM+vSx/Lph/ujy6X60Xn+IzlcrlQf0S13gR///UMwjP+/utDF5o+vmOKlpkVvxZFy8wf3zE9/PMfR0ZGrFbri870mclqtY6MjKCf/4hqvQlDSNdNzTFlDoRn7I8VEtWHhbc+umv6SOb8lXDX9GHhrYd8fnhWVhaZTB4bG3P9WjQ2NkYmk7PQzw9Htc4UnpimnZqjS+0Iz9gfnU5nWYvyYJ74hX9vzLPiYJ64rEX58ClnZGSkp6c/l++CeRFKT0/PyMj4WQsMFaqXWGH4VO2kp7bThmBzLwUGvYN+fyEqVKjWu1B/RIUKFarVhfojKlSoUK2usMQ01B9RoUKFahX9Ev8+gwoVKlQvozCENN3UHKPLgYD6IypUqFA5nU4nhpCuN83XyZ0IqD+iQoUKldMJ/34hq3sGwTH74M23UX9EhQrVulckCfz+tauhewbg8Dx4lr9/jQoVKlQvqYA/siFznG7onkb3j6hQoULldDqdkcQTBvN8g8LJkjtYcke93GGfffAm+vePqFChQhVBSNNPzdVJrUyphdlpYXZa7O6lzdvR//+IChWqdS8M/rhuwl3bPlHzw3jND+M198ZtrsXAoN2oP6JChWq9Kwx3rG9s+vpt47W2oWttxmu3jNaZhU1v7UL9ERUqVOtdh7BHNCOOCom+okVX3qIvb9Fbpuc3bdu5ij/qrT9dvMaJSTnz8vH1mcMQp6OTT0cnnYoinYwknoiAiSSdiCSdjCSdjEo6FZV0KhoheW2SToHGkaSTkaQTEcQTGEJ6OCEtnJCGIaRjCOlw8JMgciTp1NqcjCCehNoT0jEwEYT0CEJ6JDE9gpAekZgajj8elvBNWPyxUOzRQ9iUkLiUkNivQ2JTQmJTQuLAITjz9cFlxCQfiEk+EJN04HDSgcNJX8EciEk+GJt8EASJSwnBHjmEPXoo/mho/LHQ+GOhuGOhuGPQ6/hjofFHQ30uhSV8G44/jiGkRcB5gszDE9PCElPD8Klh+ONh+NTwxFQMIQ2TmIbBHw/HHw9P+CYMdywUezQEm4LkGYIkEOtDHAz2COAQ9sgh+HUI9oi3QZx/+zi/ahyMTT4Iz/2raNJX0cQvo4hfRhPh6X8dEpcSEgeCHw3FHj2EPQqPkuI77jKWJ7AW2BQoMlS0b8LxxzGJqcsrhk8NwX17AHvsy9iUfdHJ/x1B/Hso/pOD8R99hf3Ll7F7v4jd83nMnv2HAXvhF3v2R3+wz8ufP4v64LPoD/ZF79kfvWf/4b2fI8Ts/Rz0it6zz6/Lqvz5s6gPPosCr/fsh6KBceFoMXs/j/nLF7G+gFH8UoLj7NkXvWd/9F4QwS//w3D8lcCX9sE5fxb1Z5gP9kV/sP/wnv0xH34R+8nB+L+H4v+BIe6LSv4iJuUA9tgh3Ldh+OPhiamYxLQIQloEIS0iMRWDPx6e8G1YwjdhuGNh8cdC48G7nBISl3IQLJIVdw24lbIvXe0ymMvEmtJGCMv03MatO1bxx86xn/TWn4bsP77MPBi0PRiwLvVbFg3mBS+WBYNlsd+y2G9ZGrB6GbStCWjQb1nqtywaLAsG84LeNK+bmtNNzelM83rTvB4KvmiwLBosi/2WpVUxWJYMlkWDedFgXtCbF/SgL4zBNG8wzxtMc/qpWe2EWzs+0zc2rRlxakbs6mGbyujDkFXph8XLoKVn0Nwz4KV7wNQzYO4ZNPcMgjZWldGmMtrVw3b1iEPzSEadvWMz2gm3btKjm5rTT83pp+b1pnmdaV43Naed9PRNzvZNzGonPdopj25qTjfl0U2C/F19Y9O9o07NiB3k7DcFo001ZAP5+5y0A9TDduS1ymhf3tEP/yJA0zd195u6+6cUhqnu/qnuATB3q2rIpjLa1MN2X7xD+5/3v7qy5l6QNnBJnZrR6d6xmb5xt3ZyVj81h6wW7dRc38SsZsytHJnuNjpkA7YOnfle70SbavRGz0irwihRDLXIh1pkgwCJfFAiH5RAhwMtXf7IBiWyQYl8CNCqGGpVDLWCQ9mgRDbQsjoroskGJNBYUCiJAo6mMLYqjDcA3cYb3cYbCmOrAhpiWRwJHKdVDqexnMEV+F8CaXcNNHf1N0n7m6T9zfBMWxXGNuXovd6JDp2pq9+qGHIoR6Y1426w9nRTHj20OGd1YO2Nz8DLz6EZgd7K5TfLkMX3fezUm/gdgyVCZYlAWSJUlghVZqdn45YdAe+//35pZfW94R99LfJlRf9jo/5Hke6BSLck7Fvka+a5Kg+7x93Q7WrocTX0uNlKN1s5y1F5uOo5nmae3zsPvgtc0Lcm/N4Fnmaeq57jqDxspZvV7apTTDNkDobMwZQ76xTT9d0uVre7oWeWrfSwVR6Oam5V2Ko5ttLT0DPL6nHXd7vqFTN18mmm3Fknd9bLnSzFdINimiV31Ekt9PuTNXdHr7cZr94cqJDoaU19pWJNaaOG2qimitRUkapEqCoRKikCQA9F0EPh91zmd1/mKS5x5Rc5soscWTFHVsyWFbO7ijmyi1z5JZ7iEr/7sqCnRKiiNmpKxb1lTX1lzVraqrToaC06Wou+orX/apux6u547X0To9PKkNqYXQ6mzMmUOeld9tpOW/V9S/V9S22HlS61MbvsTKmN3mGubZ+suTdWdRvKv6ypD3omizWl4l5oLiJ1iVBVIlRRRWqQD0RjL/IAX47Y75DaqC4RgTpA078ET7+Y3VXMlhY1SIsapBc58ku8bopAWSJUU0Xq0kZNmbi3DBpLQ23UUKHgvf5oqHCSoMiXQYW99FwW9FAESp8p9NGadeUSw5UbA1dvGavujtW0mxhSG7PLzuiyM6R2utRedd9y5c4E9cZwsbg/j9t7jiE/fbX9G+rN5IvNxEJxIlmEyxfg8vi4PH5CPh+PkMdL8MJNyOPi83iJ+XzCBQGRLCQWiEgwxAIhkSwgXOAn5vMS83iJ+Qj8ZeDzefg8Hj6fl3iBTyALiAVCKEihiFTYSCpsTCpqTCoSJxWJk4ubAF8XNyUXiZMKG4kFQsIFQSKcG4BwgU8kC0gFoqRCUVIhEkdELBARC0REspBAFhIR4LGSChuTCkWkAhGJLCSSBYR8Pj6Pi8vhYLMasFkN8dkcXA43IY9PKmz8lnrzzNX2cwx5LldT1Gig3hi+eney+r65ttPKlNrqZfb6Lhuz00xvn6y5O1Z1e/jaraHKmwNXWg3lLbqypr7SRjW0VPxQlghVJX43FHSJeVt/ubRiw+83BCQkJGzf9d6w40Vb2/r0R5mTKXPWyZ31CidL4WTJHUzgj/dGr982Vvr4C7XRxxl9zRG5b3mKS1zFRY68GDKIriIYYJEXeYpL/G6KQFkiAhYJ43Wu3tKm3rKmvrKmvrImbVmztlxiqLw5dP3OaE37VG2Hhd5pZXTZmTIHQ+agS+01nVbgjzXgktTGkFrpHaba9onquz75i3up/k4Hm6PSzyIht1JTReoSH6giNbVRTfVzRmCO0IqHnBGYI/BHTlcxu6uoQVrElhZzZJe4isv8HlAxZMQSkQoGDAF5JTS6UEUBwXndl7iKiyAyePZw5dDzhqe4DOopVFFF6lJxL6hYRetA5S3j9TtjNe1T9E4ro8vGkNroUlttp62q3Vxxe5zaaiwWG3K5mn/TZaeu3DtKaSUVihPJwoR8PjaHG5fNweZw4nM4uFwuLpeLy+Xgcrwk5AKARfIIF/gEsoBwAcAHzojP4+JzufhcDj6Xi8/l4vMQeIl5vETI0aCTIAiRLCAVCEkFQiKMj136UCAC/ovP90YAQyTm84gX+CSyEMQhFSBuKPBmSBYQyQIi3AY4aVKhKKlASCILiBf4hHxeQg4nPqshLqM+NqM+LpOFzWLH53AIZOE3lNbTlff+Q5flcNRFIj211Vh5d6L6vrm2w8KQ2upk9rouG6PDDK29NuPVW4NXbvRXSPS0Zm2ZuJcqUlMESgq/hyLouSwAz7YeikBJgRch/I4rKQIlRahSG61bt+/c9sa2gNTU1K0736dVVqtMP714g/s1+6PH1x/rvP7ogLeQznrIH6cHoaowAAAGaklEQVRq7o1V3R6+emuwotVAa9b67Wj88Hv0wXso+H7myIs54MZWIPtHilBZAu13YEdohA3I64/asmZtWbMO+OO1O6PVP0zWdpjpnVa61MbosjO67LVSW00H8EdzTYel1s8fJ6tB/jd98+8t9d+4QfaHbGab+kAbOCUkPci7fduAZiUiNQW2SO9DAqkABzKyy2Di/jeD1399hoDDqihC5WXIHOXQZhxmRT1VJSI1Vdxb1qQFO+4rNwavtg1fvztW3T5F77Qg5ljbab3ebq64PV4iMRY16nM46u9qpScq7qRcaiaQhQl5PGwOJyaTdTijPiaTFZvJistiYbNYcVmsuExWXCYLm8nCZrHisxrisxtw2Q24HDbwSnwuFzZNDi6Hjcth47Ib4rMbQEuocXYDdMmfhBw2PpeTmMcl5PMI8GYTvxw+sg/F5/ES8ri4XE58Djs+mx2fzcZls3HZ/nEueBsDA03I4ybkItteHvBxIllAIgtIBQLEGRPzuPgcdnwWKy6jLuZ7xuFzjJjvmcAl8Xm8o5daTlbc+XetNIetKhTpSiTGyjsTVe3AH611Xf7+eHvYzx+b+krBevO++yrfd98HNbVRc0s1TqFVbty6Y9ebuwLy8/OTk5P/+PpGWmX1sOPHH0ZetMetG39kyqcZ8JelAYusl9mZUgu9Y6rmh/Gqu6PX2oyVNwfKJXpai5bWrC1r1sKbOy+lYh9bgTY+Knh36X0egtu4pFFDFfv4UVMf1FHs8xN3i47WoqdJ9OUSQ8WNgattRnCr13aYazstwB/pUnttp62mw1J131zVDvkjXWqlS63Qz9dI/jcGyiV6WrPOH21ZkxYxYlqLrlyiL5foaS06WrMOvtTnu5Olwf+qCP3s36wta9aWNvWViuG9JPLAEKm8RQCGuNqdUCruLRX3lSLxm6GwkEUKVcjz5uLqtqikiFQlkLlrwU/WFa0DV24OXr1lvHZ7tOreRM19E9hW0ztttZ3Wmg7r9R9M5W1jFMlQkUifw1b9q7ozndaWXCROyONhs9kxGfVR5xiR/6FHnaNHn2NEf884jHAOehFznhl7nhmbUReXUReXWReXWQ+RURebURd7vi72PDPmPDPme0YM0hghow7qCHfHZtZjs1jxWSzgofHZDVjElFeSyYrLrI/NrI/NqIs5Xxdznhl7Hg6YWY/Nql8lTibLm2EWKx6ydchME/O5hHwuIZ+Lz+Uk5DTgslnYzLrY84zo/9RGflcd+V111L9ro8/RD3/PxOWwU4rFJ2ht39V0ZjcoC4TaEsnQlTvjVe2mmg4LHfHHTjN4Nl+/M3KtzVh5c7Ci1QCvKy204P3XFfTWw7DbjZoRewmt8g+vvv7VP/fs3b03oKysLDMzMzk5eevO97fveq/0SvX0/P+91DjnfkJweH5cC99mj8S3o332gR9rD7EW9pVBvCzZ3Us296LNvWhzLVhdC9aZ+UdiAUzPW6bnHgrc0tvF5+rMvGV55AWra8HmXrS5l2zuJbt7yT67BJIEZ3yxzy7ByT9x/taZBevMY7ZcMfFHTPkRpVgeEK6h2emBmTU7Z72HK4L41srqWrC5Fm2uRVA0qCY+5bK4FszT8ybn3KTDM25zj1pmhk3OoUnH0KR9cMI+MG57OIMTj2J8BY/sMmGHeZzGtsEJ28CEbeBhodYcaGjSF4dx0mGcdECHcMeBcSsMlP/QpH3Y5By1zIzb3JMOj8k5Z56et7oWfRae/73jQtbeky2qy2WV297evWnbrv1ffEGK//LT9z4NoNPpFAolMzOTRCJFRkZu3fn+y86WHe8hvPl28Fr4Nnskvh03b3/Xj7WHWIvNK4N4eWfz9nc2B70TGLQ7MGh34Fu7A9/atekx2YawE2bX6ry1rBnc2D9g4Fu7A4N2Bwa9sznoHSgxmMCg5UBtgiAeP/9AMNCjWgbCrD3rR+JfltVruHPTtp0bt+4AvLHlbQByZuO2nRtXqxg0haBlFYPeU1CiTUG7N27b9cbWnX/asuP1N99+bVPQH9/Y9vv/2vLK65t/tyHwt68F/ubVTb95dSPMJv9D5Mym377mB3L+cVjWd1WeINpDA/5m+ZnA323w8sqGza9s2AwdvhYItfGvAOj1yobNf/jTlj9u3PZaYNDrm7f/acuON7bu3PTWbmjh+dT5Z609P/7xz38cOhSSfOTIidP/k52T/f+lK9x+waAi+QAAAABJRU5ErkJggg==)
Verwendete Programmiersprache und IDE:
Visual Basic .NET 2010
Systemanforderungen:
Die Libary ist schon ab .NET Framework 2.0 verwendbar!
Download:
Ver 1.1 im anhang
Todo:
CaesarObfuscation:
IntObfuscation:
CryptPICaesar und DecryptPICaesar sind für das Obfuscaten mit dem caesar chiffré(Es können konvertierungsfehler beim obfusen auftreten)
CryptInt und DeCryptInt sind für das Obfuscaten auf integer basis (Wird danach auch nochmal in Hexadezimal konvertiert)
Lizenz/Weitergabe:
Ich bitte euch folgendes bei der Verwendung und der Weitergabe meiner Libary beachten:
Ver 1.1:
Konstruktive Kritik ist immer gern gesehen!
Fals ihr konzepte zu anderen (ähnlichen) ver-und
endschlüsselungsalgorythmen habt, postet sie hier oder sendet mir bitte
gleich eine PM!
Bei Fragen/Anregungen/Gefundenen Bugs o.ä bitte hier einen post hinterlassen!
Die Algorithmen sind zu 100% von mir ausgearbeitet und umgesetzt worden!
(das konzept von dem cäser chiffré kommt natürlich von julius cäsar)
Bei offenen Fragen, die nach durchsuchen des samples auftreten stehe ich gern für euch bereit!
Ich möchte euch meine erste libary vorstellen: Die ObfusCryptLib
Name der Libary:
ObfusCryptLib
Beschreibung:
Sie Kann mit 3 Faktoren einen kompletten String Obfuscaten, und das auch
noch auf 2 verschiedene Arten!(Wenn nur ein wert verändert ist,ist das
Ergebnis ein ganz anderes!)
Auf Anfrage erklähre ich das ganze bildlich und ausführlich.
Screenshot von dem Beispiel Projekt:
Verwendete Programmiersprache und IDE:
Visual Basic .NET 2010
Systemanforderungen:
Die Libary ist schon ab .NET Framework 2.0 verwendbar!
Download:
Ver 1.1 im anhang
Todo:
- nur Encryption dll
- nur Decryption dll
- Weitere Algorythmen
CaesarObfuscation:
- getObfuscatedStr
- getDeobfuscatedStr
IntObfuscation:
- getObfuscatedStr
- getDeobfuscatedStr
CryptPICaesar und DecryptPICaesar sind für das Obfuscaten mit dem caesar chiffré(Es können konvertierungsfehler beim obfusen auftreten)
CryptInt und DeCryptInt sind für das Obfuscaten auf integer basis (Wird danach auch nochmal in Hexadezimal konvertiert)
Lizenz/Weitergabe:
Ich bitte euch folgendes bei der Verwendung und der Weitergabe meiner Libary beachten:
- Meine Libary ist kostenlos und dies wird Sie auch immer sein.
- Die Weitergabe dieser Libary an dritte ohne Direktlink zu diesem Thread und/oder meiner Einverständnis ist untersagt.
- Das Publizieren dieser Libary ausserhalb von diesem Thread ist untersagt.(Boards,Forums,etc...)
- Das Dekompilen meiner Libary ist verboten!
- Der Verkauf meiner Libary ist strengstens verboten!
- Das einbinden/eincompilen dieser Libary in euer Projekt ist nur mit (kleinen) verweis(in form eines links o.ä.) erlaubt.
Ver 1.1:
- Klassenbennenung nocheinmal durchgearbeitet(Unterklassen Hinzugefügt).
- Libary wurde verändert: Fehler Werden Zurückgegeben
- Sample Bearbeitet: Fehler Werden Angezeigt,klassen werden richtig angesprochen.
Konstruktive Kritik ist immer gern gesehen!
Fals ihr konzepte zu anderen (ähnlichen) ver-und
endschlüsselungsalgorythmen habt, postet sie hier oder sendet mir bitte
gleich eine PM!
Bei Fragen/Anregungen/Gefundenen Bugs o.ä bitte hier einen post hinterlassen!
Die Algorithmen sind zu 100% von mir ausgearbeitet und umgesetzt worden!
(das konzept von dem cäser chiffré kommt natürlich von julius cäsar)
Bei offenen Fragen, die nach durchsuchen des samples auftreten stehe ich gern für euch bereit!
Wer Rechtschreibfehler findet darf sie behalten ![:)](https://www.vb-paradise.de/wcf/images/smilies/smile.png)
![:)](https://www.vb-paradise.de/wcf/images/smilies/smile.png)
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