Smart Casino Bonus Hunting & Fantasy Sports a practical starter

Hold on — before you chase the shinier bonus, here’s the quick value: know the real turnover number, pick games that count towards the wager efficiently, and never let a promo rule force reckless bet sizing. Short wins happen, but the maths decides long-term outcomes.

Okay, let me expand. New players often see “100% up to $1,000 + spins” and think cash-for-nothing. That’s not how it works. The wagering requirement (WR), game weightings and time limits convert a tempting headline into a specific workload — sometimes thousands of dollars in bets. I’ll show exact calculations, practical checklists and small cases so you can judge whether a bonus is worth it.

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0W2etNeXj8D5D1z0COTac+Dtb/yrfFGTy/YULynVp52MUK9Kq8wSXtcB8x7PdpP2i6VKheQrcfuun5+Pge+hP1dZxnG58F05aWnHk8w48mDoh2obIycXjzOfbXXeQy+fi+ptKSayXiY+HLNGaLy+RkTUU5PoYIPYwXN5SppxkT78YY3PdHRNvDU1KrxJyxhY2yeB1v2674MZ6vJ6TWb2UVPfMPwnk67VRze2D5Plcmcufql73BxdFdqRo0LvTq1nfwhXt6rSdF9fNeGD51rfo8u6VWdXRpK5tubpyeKlP+p9Lt6kaDclBNP+BltnFXCSzun54Pa9I/qXk+mzqk7j6nw6ZjczMPjln2G1y4qcPqEqcOtSq0ke20DsLp+mThWvmry4Tzhr7NfLqe0qyUY+xLHR5OZd3Ti2stpcjv5/9ac7mVnFT8Yn6/8Aa1ImfK93WxHfCWMLyOPc3Cy8MpdXUnz67YORd3GG1LGM4Pmq1vlnqu6aU0i/usVaCT9+tTX1mkV7V3Sr9or2SeVBqmvkji3V23qdlFRb+3p7L/GhdV3Vvbio4tOVWb4XzW72Z+hf0nx4pFrfKt5jqiPpPEOLBi4vqRk+2WiXZ0vUZ2dZVKcsOO59C0jXbTWIKjUn3dzj2ZPr5M+TcRktrqpQrKrTeGvAi1N9/ljkxRbu+uXFCdCXDOOH08/gXp6bc11lUnBeMtjqdnqsbewsraoldatcR4/b5QXP9E0ejhoNGtJTvZ1byfPFSWIfKC2+p8ty/W+mejDG5h5OT1Ccc608L6nQVRwlUq13ycbSDqNPzwZaek39Xe00inSh+8vZ7vz4Vln0inQpUYKNOMYRXJRWETOmmfO8z1jl5O29f2c8+oZJ8PnVbsreV6TV5qVSMHzo2kVSX15nFv8AsTp1Om+4tYOo/wC0qN1JfVn1StQW/gc+5tVLbB4WTl8ne5tLbFy7fMvhV5pup6HUcqbnOgt9nvD5nW0vtDpmpUFRvftakP7SPs1F/U+j3mlxrRaqRyvA8N2g7IRlJ17K3VOuvxRW518f1KYnc9rfbvx5a3UutKt6kIVtP1TijlNRnT9pHi/SLaQpqlWp++ufjhl7nU7rS5OF1SqJ5xxRWU/6HjdV7VesatUpXG9JbKSedz2J5eXm6i8ft8S330d5nbSlcOKwS6zdtCmnnNTP6GnW+825c0ZKSzg6eiNbbY53L1fZev3VVObwvE9TrHaeOkWGeLN3UX2cVzS/qeBt7xWVLib36HFrXnrd869as1h+ymZ8b0yvK5H5zqFeRfXjy9Np0ql9eO9uI97Vz1lyO1G7lvFJeeHk8HOtRaz32H5NorO6oU016xP5SZ9/x/0vExe3SYc9Ms08w987rCzUrYXm0jXq6pbU0138G10jueBq6nQp8pNv6mCWp1bibjRU8Jb4XQzy+oYo7Y+5PMl7G57R1KamoSfd+awedvtWrXk+GEm6jeMLfJh0/TpX0253CglzXDueu0q0stPX2NJKf5pbz+pEYuRy4+Kx/wAua3JmfMuJp3Za4uF3t8u6XNU+r+JkveynrDTVZxqYwttkvgethcJrbBkjKL5nqcX03HgjxuftE9Ou757/ANCLnvMRuqHzTO5Y9l6rtVa6rXpXNtFfZ8Ge9pf4H4eT2PWQUWsbfwLd11SeDrrxqbc/4Q+Vdpuyt1o8e/py9asG/vorHD5TXRnmmtz7zw4TzjDWGmsqS8Gup4ntJ2MhX47jRlwTe7tW9m//AA3/ACZz5+LNe8eHJeHzyJWRmrUatGpOFSDhUi8SUlhpmE4pjpYyAEFEJBBJArIqWkVCwdaxp8FjUn1lLC+COTHmd9R7q0oQ68OX89zfBG5mW/Gpu21K64bamvFZOXWR1tT9moqf5UkcmsYcztbX06cvZWzjmrnokWqrdmSwj95LpjBWqt2YxX8GWvx21OHiqJeLNi6WJsi0jxXdNeDyZLneTM6R+MypEdnPqmazXsNmKt7xntV9l8zLHH5KV/czJAsMHXpsyUl1Ne8exsw5M07plcv7UZPDnz5kEvmyDgcYM7gEdI9ToPbO/wBOUKVzCnfWi5Uq/T4S5o+kaB2m7NalwQV1+zriXOndbwz5TX8z4dsDzOV6Xh5HfxP8O3j8/Li+dv1TY6VNRVVJVKT3jVpvMH80eo02zeVsfkjQ+0usaJVVTTL+vb46KWYv4p7M+laB6ctWtZ01q1la3MF70qceCbPlud/TufzjmJd//VYyR3h8ZAB+iPnVioAQAsVJAABKwAAAAgAASAAAAAgAASAAAAFSJF4kEx5EEwkJIJLAAAAAAAACQASAAAFioAsVAAFgAAAJAABKY8zdovY0eptW73NcXlpjnuzXKzSOdLmdOSzTaOdPmXzR32nL5QADnZNyiY7n7wtRMdz94dE/taT4YpFC5Q55ZhkMZkEEAALpDNb/AHhhM1t94TTytTy7Nn95E5k+Z0rP7yJzZHdf9sOnKgkgvgwYqlsCILpIkgEphIwXp441lZXU2dRqW1W5crGjOlQwsRk8sJ12apMSCSUJAGCUrExIiWLLgALQlYCIJSsWiVLF1jAJIAEkEk6SRLlQSssSQTyJhKYlipYukAJiTCUxLFYliyUkkAlKS8SheDw8lb76fxW2+pdmPQ5rmr2VC7uq9vY06qTVOonOol5pcj2dn6BLbCd3rlw/KnQS/jk4fZX0m150oUfbXDhcLq7o+h6V6QYzwq7ml5xPzn1H1P1LBlmLRMR/DG9c+u0nZ70X2fZ28VxY6heThFqfd1Gvaa8dj2HAppNtt4RrWXaS0vNoVoNvYW9xCUqtLi9yT69D5y+e2e83tO5c89evybFFqlun1xg2FdKC332OfUfC8t4y92zn3d5SpKadVeSXUiI7qa2709RjGnlpLPI4t/qMHLLk347nDutTllqmlzxzOHe6lJQnLnjd5Z5vOvO+3l3cbjxLqarfSqz4enizRjVU+h5+lqzq1m5435LwNyV2pNOGyPFnDMT3ezTHERp1oVo8LS2ZsabVhTquVR56HD74zUa2G3nKM/amJJpuNOpeVoybw8b526nn7y4w93sZ7i4xDJxL6pJttv4HTix7nu0x01DFc3km21tv1OVc3EpZba8zJcyTXz5HKvK3DHbZHqY8cLtzshRlqXpF0Kgt1G4VaS8qacv5H1ztr6PbbWatW/0msrTUpe1OD+6rPz8H5o8L6BNNd32svdUqL2LO3dOL/v1Gv5J/U+8VcJZ/ge9g5V+JMTil8/ys9ve3X4fl+8t7rTrqpa6jQqW13F+1Skv1XivMxqRm9O2v16PpJq04fa29G3pU3HPJ4y8fU4OlanRu6WYNv49PifofDyTlwxa0amXocfkxkjU+XbUje0ah63qtpQeHCpVSfwOTCpk9J2J4Vrqrz5W1GrV28oY/mU52ScOC9v4dVp/GXvuzeoyetajcze0JKhTfglu/1Z9F0nWY1oYqNZPk3ZPbRoVW/brVKlV/N/5Het7iVGaknyPyn3LVyTeHm8ji1yw+rxcJwzF5Mclg8no2uxiuGpLY7lXVqUpqlQcHUxxzbe1OPizp92meu57TDw8vGvinTeaZo3FWjB4c034JZf6Hie0npD0bSnOk7itfXC/BH2Yo+a636XdTfGrDurOn/dis/VmdeP1z2h14ODmvG/H933WtOXA5dziHWVZqmkeS1ztJotlJq71S2hNfgoJ1H9eR+cdb7eapft+tapc3GX7nE2edncalezxQt6jT5OqztxeiWy/Dtx8aMf7rf9n2Ltd240OrGpG0s5X1xJcCq15cvkfBe0M5SvqleGIJvZLoelo9mtSuqXFXn3eXhKmtvqYLrsVVistuo/ie7wvSL4J23yxa1emsOFpOryyqVSX1PQz1C2t6ac6qT+J5u80GpQbxFrBya9GtT9mbePDJ05eBO9w5Y5WbjxqY27Wp613snC3k5J82aUL2r0U0c2j9nUy9jt2DpVcKpLgb5S6fMynHGOGePNfNbcyxq4uKnu8f1JjTrVMObf1ydyGk1abXHh55OLymZoafJdDOL18uiKTPlyLe1T58bfhyOxZU6KjDu07e4jnhrU3zf99eBsQ09xxsbFK1xvw4NqZax4UvX6Z7e8lVqQo30ba1uXtGvTXBSrfHwf8Azg3Knf29buq8XCpjPk14rxRr+qKpScJ01Om1vFlYVqum0lSvVUvdKzzbzVt/PPh5nt8b1Lo1vu57w34Vpc9zboyn0T+GTRrWip0YXFtV9asqnu14/wD+66MqnvyZ9JizxkrFqzuHNOS0S7tOUmllP6mxCpLlun9DjUauOX8Tco3E2sRbOmO6PdmXSqybhS+D/iVzlbmCtUb7p8nw5f1ZEaj8TevhbbS1/RrPWqOLiPdXaWIXUefkpr8S/U+Ya5ol7o1yqV3T9ie9OpF5hUXkz653mdsmC7oQurSpb3VNVbafOnLo/FPo/M5+RxIyd48omXxcHc7UaLHSbmEret31pV92fWL6wfmjhniZMc451LMJIJMxEiAAMlpT724pwX4ng9C13l3CPTiwcrRaebyFTpTzNnUtvvnP8ibO3BHb+70eJH4zLRv6nFcTfiznVmblw8tmhW948/k23aTLLcs1izm/GRhqmxD2bOmvmatTkLxqsQrPiF7D7yUvCJWvzkZbBfZVZfBGOp1KzGqQj/S0K3vG3bLFFGrU5m3RWIQXkc+KPyllTyyExBY7NNkr3Gad1+E3M/Zs0rp7mOfwpk8NB82QTLmQcLjAAEAAIAkgAVAB0MgABCwAJSAAAAAAAIQAAAACUgAIAAEgAABUsVIkXiRIRJJhKCSCSwAEgQCSAAAAkAEgCwAqCxUkACxAAAAACQAAA2KL3Ncy0XuXp5Xr5b8HyNC5WKjNyBr3kcTT8TfJG6tcnhrEx5kEx5nKwbNEx3P3jM1Ew3H3h0T+1pPhiKFyhzyzDIYzITBCCQC6Qy2/vmIzW33hNPK9PLsWf3kTmy5nQs/vInPlzO2/7YbZCJYRGDNmEgCEkSUgkWLABzJiEgJBIFhEExCUxJIBZeEgAlIWiMAtAsWKgsusSQCRIBPQlIAC6yxYiJKQStEkiJJpCQRILJBKwKxLkgSMFsEpIkkYBOloTFvPsnUsdav7T7u5qNeFR5OUWiYZePTLGrxtd7TTu29WlOHf0XBr8VKX8UfQ9B7VSvYzr29Xvqe0JdGnjqfCorJmtq9a1rKrb1qlKousXg8Xlf05x8sbxRqVJpvs/Rb7SV5U1mLa5czUq3lWq+8m8NeJ8dsO12oUMRuH6xT5ZziZ3bPtM9QXCq6pz/LV2f15Hy3O/p/k4O9Y3H8M4w6e1vNQiltUSe++eRwr3UY1nhSbS8DhXdW4TxUU4N+JgjUeef0PlM3FtW3+JHd3Y4ikdnobSuqeM4z4nTt5SlF1HFuktk14nlKVy4G/DVKtVQjUlmlT92MVg5rYNuj3J+HoYV9zYlcR+HgcWN5GScqcHBvms5LTrru93vg47cfu2i+25XutnyOXdXDkzVr3MnxxTNWV7hYmksHTj4+k9ei5qtxeDjXVXifDkveXmc+D8DUoUp3NxCnTy51JKC+LPSwYZ2xyZp12ffvQbprsexqup7Tv60662/CvZX8M/M+gyWWlLrsaui2FPTdJsrGisQoUI09uWy3/AFJ1e7Vjpl3dT5UaUqn0RrTeTL0R8y8CZ67bh+TfSfnUu1+s3sN4SuJJY8Fsv4HhKNatY1+Ok8Nc14nvNSi6s5yfObbZ5nUbJPLSP0/Fh9vFER8O6+CaRuru6Lq9O8prjeKnVHuezj9X0XWLqeON93bxf+PLf8EfEftbSrxU8qaPqvYnUoahoFnbVqqXe3ynX8kkl/NnkeuZJ/TTH9mmHkTbVbPqmnUfVdNt6ON6dKC+eNzPxNGPvo1N09msopk/OLQ7I8s7uHSTqPHsLL+Bw+1/ae40rQIUbWp3dxervalTqqfRG7qMn6pUpw9+pimvnsfLPStqLqa3cUU/sraKpJLyRtx8MZLREq2pG+8PMW1e87Qaw7K0uI0XJv7WpvlnpIejqVGs46tcVqlVbuLWP+UeA7N3UqGr060Hhp5Pv/ZvtPa6vZ0rTVYP1hexSuE918fI/QOJ6fjx4omIVx5OrvPd5i17H6fb44KS+JvS0ihTXsRw1y2PWXthUt/aft03yqLkzX0qzhW1Kn61KMKFNOpKUtl5fqdvTGOHZHtxXqiHK1WzjZ1oW0OdKmm2ure7OVXpU+793dHoLu3qV7irUhNV5t5+zkm/ocu5oyptqcZwfhJYJ2tXXbbyup6dGeeW54/U9HxLdfofSLmllPnzOVc0E88SyT8MsmCL+Xye80yUW+BGpCNW1nng28GfS7yxpVfwpM5+sdnO5lTUJcbqUlUaxjGehy348ZOzzMnBms9VPLS7L6vTt5wVxFXNvJ705fh+B9WtuztDUbRXOmyVxbNZ29+n5M+LXGm1bWplLDXgej7I9qLnTbpOnWnRqJ7x6M+c9Q4GbH+WNbFvJ+Fu0ve1ezslh7OHRmvPRXH3oo95oN3b9orV913dLUEsuGdqvwM7sotzjOLg47Si1ujycfLyV7WhGSs0nUvmj0ydP3ImJW8ls19VzPoVzptNP4+Bybyyp08vhyvE7sXOc96xLwLtbnS6zu9Hpp0399ZPeE/FwXibUY2uoWvrulppL7+1fv0fFrxh/A7F5KFF7y36PJ5zVK1GhVV9aVe6uIb1VT/El1PofT/UrY7bhz5Me+0s8OHCw0ZqKbmmum7eORwu0OqVI2lhf2kIU6d5GfFHG0KkHh4+OU/meXudRubj7yvUa8Mn2mC/XEX35ccx0y+i3mq2VJuVS5prlsnl+X6HLuO1FtDahSqVfOTwjw3G/F/UnLOuMn0r1vTXHai8qZ7mNOkvJHIudQubh/bV5z8mzSyDWt0bbF/V/wCqXSe67yLTb5PDOIdPU3w2ltT6yzN/wRzDxudbqyNQEkHCBBJBA62lR7u2qzf4nwG5R9m1qy8cIxUY8FnSj1ftv5mSq+GzgvFtno0/GP7Q9fFHRjhzKz3Zpz3ZtVuprQjxVorxZ5GTvdhk7t6quGnCPgjTrPY3Lp+0zSrPY1yyizbtfYsW/wA0jWrG2lw2lJeWTTrFMvasQi3aGnPeRvpbI0OdRHQMeP8ALPGkdQDpaStL7uRo3PvG9L7uRo1+Zz8hTJ4aEuZJEuZJxuQAAQAAgABECoAOhkAsVAFgCQAAAAEIAAEgAJAAAAAQAAJAAAAARImIAJhIACwEgACCQSIABAkAEiwAJAqWAAAEAAAABJIgAkCDJS2ZQmPMmEt6D2K3KzSz4EUmZJb02jsjvV0eaueI8xJYYiceu7nbNIx3H3jMlIx1vvGbz+1efDFLkULyKHPKgXKR5mQmpAAWLpVM9v75iMtv75MeVqeXUtveNGXM3rT3zT6nbP7YbWOgAKKgBckACcAQkWAJSAFsFtJBEEhYJIJLpCY8yC5ZIASksrO66kwIL4KvGXw8uhaJOkwYLRIJJWWSBUsX0kAAWTEkiJeJMJSQSQXSkkjBMSRaJMSATAsWKlolkpBBJKQkAJWjyJIiCV0k81h8iAPKW7Z6nd2i4aNZ92v7OW6OvR1q2rpK6oO3n1lS3g/l0PNknncr0vj8qNXqmIj4euhHvo95a1YVYeMef0K8Valh4ex5WE3GalBtTXJp4Ohb6xe01idVVV4VI5PmeT/Se++C3+0tIyu7DUJxTWMb5exllqTkupw46tGTzWtIP/DLBkhqVl1tqvyqI8XJ/SnK34j/ALr+63q15lvdmDiq1niCbfkYnq9GLfc2MP8A5lTJgratd1VhVFSXhSWDs439KZ5/zJiIPcmW53NCg+K9rJf3Y7z+h7X0R2kNY7Z0FTt4K1s4u5q53z0gvq8/I+ZJ5fm/E/QvoC0b1PsxX1GpH7S+q5Wf3cdl/M7+f6bx/TeLN/NvEMc89NH1OO6PIelC7Vt2PvFnDrcNFfN7nr+iWT5b6b7vhstOs87zqSqteSWF/E+V9Ixe5yqw4ePXqyxD41Wjny8UaU7fvaqiucng35+HUrRSVZ1cZ7uLn+h+lS9y1dvJalZpym0upp6PqlxolxKVBKcJNOcX1wekuaGV8jh6hZNv2Flt4S8cnPyMNMlJi/hw5cOu8Pq/ZXtXTvbOnUcZU1L8LeXE9lSuI1aalB5g+p8hq2krHXVbUNlaWlOEvByxvk9LoOuRoz7mvlZef/0fnHL49JtM4nbj30xMvb8XeahZpbwVXjfwSPgvbm8dfULyrnPe1pv9T7PK7Ube/u4SWKNrPD83/wDo/P8A2gqudbDfiy3p2LeSGeW+olj0P/a0z3lnVdNKUG01yaPDdn4/aZPZWz2R+jYK6ow4k/i+kdju1saFN2Os/a2tTCUusT1N5Y0/V419Pqd/bvfL/CfGVLHU9L2X7V3OjVcTXfWze9NlcuDfeHV3rPVV6e5oqXKKhPrvzNeVS7pLhhVqLooyfGvoz0To2urWLv8AR6nHDGZ0esWcStwtcL5rq+nkYeXTjvXI5txUqVM99St5v/y+D+BpVqNnJvjoVqf/AJUlP9GdOrTT+JqVqS6iKL9Mbc6Wn2LnlXE8LpWpYX1WTBrdOjdalUnT3prEI/BJI6MrfKyovHjjCOVfXun2b/1q+t6eFyi+OZeuPvtlaIrbcy0LixjKlhQXzR57VtCVSeVHgqc04nRve2Ol0cq3hWuJ+b4Eed1LtpfVU1bxp0Y/3Fn9Renbu4s2XBrvLtdktavtC1CFG74+6bwpfl8z7PW16jdaZ6zUlD1q3jiov3scc/0Pyve6tdXdWDrVpz38T3FhrFwqjXeP3Zr5NHyXqXp9L5onH22wjPGWsx9Po+odsKKpru6vNZW54/Ve1dxVk1RqJI8P6xJwSbe2xVNvfIxcDHTvKvbbr3erV6/vzNOdd+rXDb50pczUfF7XgVrVHG2qr864D0MeOI8F4jTd1iTj2e0Kjl4catXn4zx/I40To9oXw1rS26ULWnDHg2uJ/wATnRPsON2xxEvGyzu06WiXyYy8TtoyWiWW7wihsWqTrJvlH238EbwVamrz4rxxXKklTXy5/qaRerJ1ak6j5ybbKHhZbdd5luAAyAvRpurVhCPOTwUN7R4ZvacsbRzMvjjdohekbmIdG6a7xpclshfvhUIeEUVgnVuILxkY9RlmrM6sk/jMvVn8Yc6s+ZWwWbqHkRWL6f8AeSl4I8yvfJDnnvLPcvNRmnU3Nmo8s14rNRLzL373J7tyttThHwSNOt7pu3PvHPrsryfKuRgpLNRG8adtvXRumfH8K4wAHQtJL3DSufeN2XuGlce+cvIZ5GjLmSRLmScjkSQAAABAAER5gQADoZLAAkAAQgABKQAEIAAAABKQAAAAAABAAAkAABMQAWSAACQAAABIgEgCwKxLAAASAAAAAAAABJBIAAEpCY8yABs0TPE1qLxg2YnTilvSWnXjibMceZs3a5PxNaPMxyRqzK0als0jHW+8ZkpGKt94zSf2pnwxyIJlyKHPKkkTIViWJggLAF0hlt/eRiMtH3ia+Vo8upbe8aZuW3vo0zun9sN7p6EEgooRLAEpSSREknQAsCYSEgEgATEssguVLEwkJEScFkoJGC2xKVS0RsSkFoCRGL8C3dy/K/oW7Lqli0aM/wArLRoz/dsnqhHTLGDL3E/yslW9X8v6jcfa3RP0xxLRMsbWr+X9SfVan5P1LRev2not9MINhWs/L6kxtKnl9R7lftf27fTXJNr1Op4on1Op4wHu1+z27fTWJibHqc/FE+py/Mifep9p9q301yxseqT8V9C0bST/ABIn3qfafat9NYGz6o/3i+hb1N/vF9Cffp9p9m/01QbfqL/OvoSrB/vF9B79Ptf2b/TVBux0+X54fQn1Cf71fQn36fZ7N/ppG1Xs5ULK2uJ1aLVxxYhGWZRw0t10z/Iv+z6nScB+zqz/ABQ+rK+9X7T7VteGkSby02q/xQ/Ut+y62/tU/wBS36in2mMN/pzwdH9mVfzQI/Zdfxp/Un3sf2t7V/pog3o6TcP939S37Iu88qf/ABD3cf2mMN/poxLG7+yLz93H/iNmjo1zKm490u8k1iWfdEZcf2vGK/00rChVu7ulb0FmrVkqcV5t4P2Joun0tK0mzsLdJU7alGkvksZ+p8B9E/ZStLtpaXF1OlVoWkHcvg3xPkkz9Fb4W/mfB/1Zy+u9cMfHd5/NtMWii+/6Hw30xXnfdqu4ztb0Yx+b3Z9vbxHB+b+3F5652n1KvnaVdpfBbL+Bw/01i6s1r/ULcCm8m3AmXprFpeSXhTh9X/kY9zLNKNksbTqS3+XL+Z9w9iXPnHiNjQNNd52hsKTW3fKb26Ld/wACEtzv9j4qlW1C8mtrWzqNPznsjg9Tze1x7W/hnkjs0YW869/q95NJqtXxGXikc29pcNR+K5HtdFsYx7O20p71KmakvnyOHqVmu8bXI/PcOXqtMLQ51vrNeOl3dlUW9zL7zPTGD5vrdvWp1nKotnnf5n0C4ocCexwNdpKlbVVUSwnhI9Hh5Yx5YnTDk44mmocvQY4gment3hHldKu4qpCk9n0R6a2lmGUfd8fJXJSJq5+N2jTdTJyma+dsdS/EbOqJd3s7r91oN8ri0m8Z9qm+U0e9u+1XZm/s1dVa3qF3NZnHhymfJZPxPMdpLh96op8jHLjrP5Ms1oxx7ny+max290O0bjautdTXXhUIHjtQ9I2oVHNWkaNGD5Pu1k8FObbKZMonTz7+pZJ8Ozf9otTvv9ovK1ReDlsc2daUnu8mDJGSeqXHfkXv5laTMU2XkYarKz4ZTdSl7VzTX949TaS+yuKmeVN/V7Hl7PDu15HpIru9Pz+9q8vJf/s8XL3ybdvE/awLbkZNm/MpHHgXjzMtOyBr9B3TncWtBb95Uy/4fzLpGTTn/wBdKphuFtRdVpeS/wD0dPHx7tEM8k6hq6zW7/V7uquTqPHwW38jViZPV6snmbUF4yeCcW9J+3WdTypr+bPrKRqHjee6hkpU5S9yLfyLetwj9zbU0/Gp7bNi0q1birutl0RbJnphpN7T4K06p0rO1qUqLq1ItJLJpzrtQnGG2dm+uPA9VSpp0+FrKaw14nmNVs3Z3Thu4PeLfgeHxvW7cq1sfh25eNGOImGhIAg3c4RIkCwmPI7Gj0sW1xW+EEfY/RB2O0yn2cs9a1CypXVavx1JuqlLu6SnwrEHzezZ7LtH2TsNWs7yhUsI2tKlc9zG4pxUG3JJqaSXJZwz5/8A/IsePlTh6Z1HaZduHFETFpl+cbBf6zl9E2aV08zZ6C/0yvo2o6hZXccV7Zum/Pfn80ecuPeZ9Pe8WwxMfLsydqtOsbFksU6kvka1Vm3bLFp8WceH9+3NTyxTZW2XFcpfMmfUmx/2hvwRbW7wrPlmrPMmaFdm5UeWaVZmXIncourZ++35G4atn70zZJw/tRj8JABsuT9w0K/ORvT9z5mlce8zl5DHK1OpBPUg5HKAAgAAAHUER5gSVLA6GQACQABAAAIAAAAAAABIAAAAAAAAACQHUASJABaEgBIAAEgAAAIJIFgASAAJAAAAAAAAAABKQASAAAyU3ubKZq0jZg9jbHLSqayzTZpdToR3WDSmsVME5Y+S7NT6GKt77MlPoY63vsT+1EscuRAlyBzz5UImQxR5lyYIWABdIZKPvGMyUfeJp5Wq6Vu9zXM9t76L+qS/NA7orMxGm8xMtUG16nU8YE+pT8YfUt7dkdEtYk2PUp+MPqT6pPxh9Sfbt9HRLXBs+qVPL6k+p1f7n1Ht2+k9EtcRNj1Sr4L6j1Ot4L6k9M/SeiWAGf1St4L6j1at+X9R0Snolg3LwpVJcosQrKjUcakd0+ZtQr0pcqiz4MxvliJ00x44nzLGraW2WkXja+Mn9DZim1th/MsU96fh0xgowRt4+M2XVvT8H9TKty6RHuWaxir9MMaNP8pfuor8KLxJwR7k/aeiFIxS5JfQvgnhLpEda/TCiReKZKRdIrN0KYLYMiiTwkdaWPhLxj5GRRLcJHWnUsXCX4TIollEe4sxd2SomThLxXkOtLFwkqOxk4S+EntlLzK9aWHuyyp+RlUS/DsOtLB3XkO6NnhIlHA9xMNfuvIvGl5GTDLJEda8MXdkqJmSLcOeRPuJYuElRMyiW7se4sxKn5GSScnlsyKJdIiciWOMcFuGeM4fAubXIukZ491G3dOFOpmeOJuW2eu30EX+1oa6iWjF+OC8VgukX62kJVFqnCTfvN4XUyKPLYSXe+3NLPLbb9DJOpOrLiqSc3hLcTO2kbIRybNFLPMwxTMsMrGOeSnV0pn8X130UWPq+j1buaxK5q7PG/Ctj3SfL+Zyez9mtO0Sztpc6VJZ+PNnUkmnvthn5/6jmnNyLWl8lycnuZZlqatcepabeXL9ylQlV+iZ+ZLiq6tWdRvLm8n6B9JV56n2K1CXF7dSCor5n52zyXgfUf01i6cNrfcvS9Nj8ZlMuWemDPebU7enh5hSTfzbf8zXw5PhXXYzXsuK6q45J8H02PpZei18HotPirfsteye1S6uaVFbc0t3/FHBXQ9bRpKVr2WscZ76tK6qfXP8Ej5/+ocvTg6fv/4ZX86ehhQdrYU7Z4bpxUHjyOHe0ON4SPUXEUlPzOLc08z+fgfCY5+Ux3eTvbTEW0keN7ZpUbK3jner9o/q8fwPpOo0fsKni+WPj/mfOvSdw09cnbQWIW0Y00vgjv487tEKZJfObio1c5Taa8D0eh6zjFG4e/R+J5xx7yrNoSjg+24kzjxxp4HuzjyTaH0uFRSWV1MmU/geK0fWalBqlcSbp9GesoVlVgpQ3R6uPJF4eph5EZIbOTxGu1eK7mewq1MUpvlhHg7+pxXE35jL4Y86/wCOmvkEA5njJABMCDHU5GfGeRhmuJ8KfMplt0V7kfkaal3s3jfoekuVw2tlSezVJ1H82cWyjGjNKeWk98HVnqebmdWFHM3tF1N0oclseNWYmZmXpYY6K6ZLe1rVvu6NSfwRn9Vp0N7u4pUvGOcz+iOfW1C8rLFSvPg8E8I1Kyatpyybe5jp4jbSbW079evYUdLVxbxqVm6vdRdTZN4y3j6HHeqXEVVjb4o96uCo4rdrwJu80tF06l1m6lV/NpfyOekexxZ/CJ1p5ubJbq1tki3UeW8vxZdL5lEtjPbUZVamFlLxOq+eMcbyMIibTqE0aTqTwl/kdexpqliKW3VlKdGNGnwrdvmzZt1g+T9U9U97/Cx+Hp8bjzXvLpUX7K8DX1ayd5Zz4F9rSTnHz8UWt5b4OnRiliovkeHx884MsWh33iL11L5wQdXtLYqy1WcYL7KqlUp/B/55OXg+8w5IyY4vHy8a9NToAwMF0v056Gbujf8AY/ToQlFTt41Ld8Umknvs/Dnk9xcSdxp0baCqVLdVadbv4vbmsp9UfmL0Xdp7rs/q9SEG5WVxHNelnnjk/ifQ7j0tUY0p9za1O9/s1hLfplrmj4rmei8iOTa+Ku4t8/3d2H/Ej+zj+myVJdrr2dJrjqU6XeYf4lDD/gfKKz3Z3db1CrqE53FxLjq1qjqSfi2efrc2fYRinj4KYrTvUQ2y9oiGtUe50McNvTXlk50t5pHSudsJdERg+ZYU+WrUexeyXvSMVR7Ge12tpvxZfH+9WPKkzTrm3U5GlWOXLLPIy2fJ/E2DXtPu/mZzXF+2FqeFgAaron7ho1+cjenyNCvzkcudjkakuZIByOUAAAAAAB1AAA6WQAAAAIAAAAAAAAAAAAAAAAAAAAASJI6kkdSJEgYBZISQCRIAJAgkAAAQLAqWJAAEgAAAAAAAAAAJAASAAkStjYpGsbFJmmNejLEw3EcVM+JmiRWWYLyNbd4Wt3hjp9DHV95mSAlScnkrP7VWtIGx3BPcIy6JR0y1upaRsK3ReNBFoxymKS1gbXcR8C8aMfAvGKVvbaWDJSXtm7GjHwMkaaXRGkYp2tGNFtnKZuJmGJZM66dobQy8fmXUjATE160xLPxE8RhKzqYeObwW61mxxFuLBp8TfUZHuJ23O9iupXvoeJq5JyPcOpt98h3y6mnJsxzqsrOVE5GpfSzc1H5mpxNGS5lmtN+ZiPIzTu0ubqZIVpReVJr5meGoV4/jfzNEtk5pvK0ZJh1IavWjzUH8jNDWl+OhD5M4WRkj3bNI5Fo+XpIaxQfOlJfMzw1KzfOpNf7uTyiZPEx+os1jlWevhe2suVxFfFMzwr275XNL6ni+J+JKmx+plrHKn6e4g4ye1Wk/hURnVKXRJ/Bpng1VkupaNaXiyP1U/S8cmJe8jSn+V/QuqcvyzXyPCRu6sOVSS+Znhqd5H3LiqvhJlf1X8Lxnh7Xu/wDnBfhWcZPHw1y/j/2ur83kyR1/UF/2iXzSI/U/wtGaHrcForJ5Vdor5c5038aaLx7SXfVW7/8Alj9TDT3KvUcOxOPgebh2orrnQt38mv5maHalr37Oi/8AekR+pj6T7kO9jfZFox8jh/8ASqn/ANwpr4VGZqHamhKSi9Pc5N4SjVeWVtzIr30vF4dy1ta1xXpULelOpVqvFOnFZc35H07S+wMtMtVc6zRp1q7S4aGcwj5PxZteiOxtoUamq3FsqFWPsQ4pZbljdLyX6s95ZOWq6vBya9Wp5aj446v5/wAD5L1b13Jkn2cHZhlyTE/xDzFn2SjUtKnr1vSoqquCNFUoZ8ny6HxrUaPcX9xR2+zqSg8eTwfoDth2mstF06+1KtPipUFiGPxT5JJfHc/N1zr+m1K06rq3k5zeX9kv6nR6DnzVm3uzuP8A5Xw3tfvLZwWjHf8Aqacdc0pr728T86K//wCjJDWNIfvXd0v/AKf/APsfSfq6OqGzwnQvbiFzKk6Vtb2yp0o0+GiniTXObz1ZzIavofW+uv8A0v8A/YzR1bQv/wCQuv8A0n/9h+tp/wDYJ1LLw7DhwYv2toi5ancf+kf9SstW0hvbUqvztH/Uj9ZT5/8ACYbGC2MPBrx1bSk8/tOp/wClf9RLWNI//kKr/wDpX/UfqqLNnBKia0dY0j/v9X/0r/qP2xpSe1/U/wDSv+pb9VVaHWvNPr2MbaV3GPBdUe+h3c8vhz18GYMYx4eZz4axpSeXqFw//p3/AFJ/bmlL/tdxP/6f/Mt+ro0pMa7uikWSOb+3tL/fXL/+R/mW/wCkGmL/AL1U+FNL+ZeOXRr1w7KpSjTpzcWoVF7MmtnjZ4Ot2asvXu0Gn27XFCVZcXVYW7/geUl2ksZU8cF5wQ91NrC+R7r0Q3VDUe0tR0Y1P9WoSqZljCzsvmZcnlRXFMw5+Vk1imX2iUk+eOAvGpLG+OfM0+9xu1zXLAhVxnLyfEXjqs+WiO7xHpqve70CytlL764dR/CK/wAz4rxbn0X04Xf/AFvptsntG3dT6zf9D5onufoHo2OMfFr/AC9rhfhjb1j7V1SfhLP03McpcTb6t5MlhLu1cT/JSf67GA9SXZMskN5peZ7+yo57WUoL3LCz4F8W8fyPH9nqDutd0+j0lXg38E8ntezf2+oaveZ2nV7qL+GX/M+N/qfLrpp/DOXZuH7PteJza0d218TpVH4Z28TSqpZz5nydJ7Jq0O4VW7tKT5Tqpv4Lc+J9t7t3euajcN+9Vmz7fc1HQje10vubSfyc9k/4n577QVeN15fvJfzPU9OjeRlmnUTLmWFJ1G2ZLm1aZuaTR+yzg2q1HK2P0DHi/CHjxi3G3nHTae6N7TdRnay4XJuHj4GzWtPsqk8bppHMq0uF8ieiad4YanHPZ6ypfRq2LcHuzydw81HkmjcToRcdnDwZincJvPd7+bJtk35RyM/uRGzmTwtc8L4mKdxN8sQ+CMEm31M+qIcc3bbqUY85Ob8Ioxzul/Z0kvi8mAgickqzaUVq1Sezk9+h0NPpZq0o+ayc+C468EdzTqeHUlj3abf8jyOVeZvqXbxKdtmOKo5eLyZO7JhT5cXIzqKx5mfl6cUYY0zDqC/1eEfzSSOhGOHlrmYK1LvtQsaEf7Sqv4l9djJH4naCPd3lO3jyoUacPnjL/iaEKblyTbfJHS1Sm7rWr2cF7HfNfJbGzQo06Kyt5+Pgd2X1KnGxxWO8vNjj2y2mfhqW9jtxVsryN+MIwxGEcJdOZOer3YT4eSyz5zl87LyZ/KXbj48Y/C2EkkuRkguphb3MlKSc1nkcDoq3raMXWVOom1nfHM7sKS7v2M8HTY41smnl+/8AA9NZ0sR3WzW/xKTpePLldpNJjd6NTupwzO2ljZ7qD/zPFuyorkp/U+0Wenq4027tGs97bzh8+B4PkEuR9n6BmjNhmk/6XNlxx1eGrKzpf3/qUlZ0/Fm3IpI92a1+mXt1+mXT6UbelVqQzl+xk1qrzUwjZnNRtoLx3Zp0XxXMF5k312iHRWIpXsyXz5R8Ec2qzdu55qM59ZnFyrbszyz3Vt48VxFeZu3LzUZq2Czc58EZqzzJmeKdVZ4/DBUexsU/Zto+e5qVHubfKlTXkTj8zJHmWGpyNKsblTkaVZ7nLkZXbNrtSRk6mO3+6RkN8fiF6+F4kkRJNVkT5HPr85HQqcjn1+cjjzeWWVrAA53KAAgAAAAAAAHQyAASAAIAAAAAAAAAAAAAAAJJEAAAAAA6gdSJFiACyQAEiQASAAAAAJCxURCFgASAAAAAACSCAABKUgEBCQMkZJSky0jFkmMsFomIWhtxaJysGt3peGZM0jIvtsRSXQkoWLxKUk4IJJSYLYALQlaJYpEkttK6ZeJjiTkttZkyTkxZJyW6zbJktkw8RDkOtO2fJqX1TFSDTw8Eutg07mpxNEWydmdr9mxC6a99ZM8Lqk/xY+JysvoRxMw96YUjLMO1GpCXKSZkSOFGq10MsLiUeUmi8cn7bRmh2cESppnOhez/ADJ/FGVXr6xyXjkUlfrrLBc277x48TWdKa8zoesU5P200OKg+uDkyVrM7iVPbrPiXMaa5ojJ1VTpS5TQlaZ/IzCcUp9qfhycg6krDP4V8ijsH+WZlOKUezZziTclYvz+hSVlNGV6yn2rR8NYGeVpVXQp3E10MtHRMfCMkjup/lY7uS6MrpaIkySRh9UMMjS218kxMe5dMqtErAjIyQvEwkEZGSExK56jsPpruq9xfZp4s1FpS6ym8I8rFo9L2V1SFlCvR4V3lRwnFvq1sl+uTn5fV7U9Pltg73iH3jspeVbmNlY0asaKw1TXVp795jq+bN/tXrr0aEbHTc04yXBOpnfC8X48z5j2R1evpOqU76v93D3pVXwbcnucr0hduVq97KjprfcLaVblxeS8vM+bxelWtl/u7uTEY7R1eFfSF2rq6w6FhTn/AKpbPLSe0p/5HismDvCeI+kw8euCkUr8Of3O7MmTkxcRPEaaTF2XIyY+IZCetkyWyYclsg62VMnJi4icllos2raPe1qdN1IU1KShxT5LPV+Rsapbqyvq9uq9G5VKXB3tGWac/NPwNCMsG7H1ajf0415O4totd46Dw5LwTfIvERMLxZhTJyUqSg6s3TTVNt8KbzhdCOIrMd1osypl0zHRrOlUhOGMxeVlZRs313VvbqrdV2nVrSc5OKws/A0rVaLNizuVST9iDnlNSe+MPw5H2b/R7pZra/cPdYpQ6eLZ8MhLB91/0eFjS9fqYW9Wkuf9ww5f+TZzcydYZfWJ+/iOOeRBtJbLPkRPLnsyMtcup8zLxYfOPTF2budTqU9YsF3rtqCp1aCW/Cm3xrx58j5BCpxRT3yfqSaeOX0Pk3pF7EKnGpq2h0cOMm7q2guj/HBfxPpPRvVYpEYMv+0u/jZ9R0y8HTlw2Vf+9UUM+S3/AKGKEkatW4dOhSotNc6j88vH8hTqLO3M+si3VG3oUvt7DsQuHVK91PlbWtSp88YX8T1HY+n3egUJvnWlOq/mzyegtUOyuu3G/e1e7t1/H+aPeadS9X022oLH2dKEP0Pz3+ocnXyZj60RO5lmqtvojBLfkZJ/EpyksrB4jRwu01b1fs5rlfdOq6VvH/L9T8/6y88EfGR9r9Il06PZK0oSe9avUqfLofE9Q+0v6cPA9/0fH15IcvJn/Dl1NNp4tkbE6eS1pT4aS28jI4n6BSHNSOzWrUsWsF4tnLr2+2TuXS2prH4c/U05xQ0yvTbzlzT7tM0jq6uuF4OVg48kd3lZo1ZAJIwVYKiQwJFJQvYxzWb8Ed+0jw2M5Y3nJJfxOJp62b8WegkuG1t4+Tm/4HjZZ3eXs8Wn4QpBY3wZ4IpBYwy3Eqa4p7YRaHd+2NsuFFZe2PMxWyVbU4VEmu6jz8s8zVnWdV56dEdbs/aVbupXp0Kc6lSSUIqKy2cOfkzETpjvrlg5tySxl5J5I+rdnvQ3f3dOlX1i8hZU3u6MY8dTHx5I9xp/on7N2bzWo3F4/wDxqm36HmX5Eb3s9yI7PznCSlPCabJa5n6fh2E7L0k4rRrV+OcmKfYTsvLb9j2yXln+pj+oqr7kPzJhebNizjxVIJ8sn6FuPRh2Zrp8FtWt8vnSqv8Amcyr6I9MSbsr65hPwqJTRPvV0vGSHy+zoPq0+m/gei023TqQXdt7rB6qHo31CgsUpwuIRx7UXwfobFnoNay43XoVKe/s95E55yNq3hn0HTpU7u341s+afmfBNVo9xqN3R/d1Zw+jP05odBSvaXtZxJN+Z+a+0e+v6m//AIip/wDmz6r+l7zNrx/ZjPeXKkikkZ8EcJ9ojTQuarjtPw2MdnU/1n5M361GNSGGsnPnZypVFOi846HHk6ottnaZhS4nlmpVFaVSL3TNedVnDlybllkyRLe0/Z1JeCJqs1bOulxqXUvOoty1ckdEQUvGkPd48Tcrc/gaEai72G/U26kk29xjvGpTE+WKszRqczYqS5mtLmYW7sbt+jtCPwLFYvCQUjorLSvhlBTIyX2tsq8kaVbqbk3saVbqc2aWWRrgA5nMAAAAAAAiAAB0MgAAACSRAJIAAAgAAAABIEggCQABAAAAACSnUsV6kSLgjIyidpSSRkZGxIK5Q4i2xYFeIZfgNiwK7+BPteA2JBGJDhl4jYvkZKcL8SeB+I3KTJbJXg8y3djuaV4kMouoLwJ7teA1Jpj4hnyMkYrwLcKJ1Jpgy/Ae0zPgnBPRK2mDEh3cjOSOk0wqlIlUX4mUsW6DTHGj5lo0UXJ5kxSE6I04roXiQC0JWLFMk5LwsuSVTJyX2lIyQBsXGSoJ2leIyQBsTknJUDYtkiXIElksNWLZrzizeIlFMpMbVmu3MkmQdGVFMxO3M5iVPblpEmxK1fQxyt5ozmJR0TDGItl3SmvwlOB+DKGpTxPxJ45eJUYITEyv3rLKtjx+piwQV2vF5bULqS/FNfMzwvpr+1fzRzxlldytGWzqrUqq/tE/kZI6jnmqb+RxyyZneZlvTkWh2o3ketGD+Zf1i3fO3fyZw8kxk/E5prLeOTPy7iq2fWFRF+Kxf4qi+Rw1Ul4suqkvErMS0jkx9Oziyf4380O5tn7tRfQ5HeyLRqMrqVoyxPw6nqlCX4oD9nUnycDmd75E94RqVoyU+nS/ZOeqKS0hmn3rXj9S6r1F+Kf1I7picc/DY/ZD6RZH7Hn+Wf0KRuqv72p9SyvKy/tqn1K7strH9I/ZT/v/AEJjpkk84f0Lxvq/76f1MkNRulyrzXyG7LRTF9MU9NqzXvVPnuU/ZlVf5o3Y6ter/tD+iM0Nav48rjK84pjdl/axz3cz9ntc3+hMdPl0l+h1/wBv3yWOKi150UFrt3+W3fxpIjdvpaMWNyv2fP8AMT+z6n5kdf8Ablxn7m1f/wAlFv27X/7vZf8A2URuV4xY3H9Qq+KI9QqfmR2/21cLnQs35OkStaqdbKy/+3/mO6faxuItPqvlJFv2bXXOSO5HWv8A4Cyf+7/mW/bjT/2Cz/4X/Ubn6W9nG4X7Pq/mRMdPq/mR3P26/wDuFl/wv+pb9tt/9gsv+F/1G5PZo4f7Pq9ZImOn1PzL6Hb/AG0+fqNk/wDdf9R+2tv9gsl/uv8AqW3KfaxuP6hV/OvoTHTar/tEdWWst/8AYrP/AIX/AFK/taecqhbr5Fo2t7eNz/2ZV/eL6G5Z2d3RtrmlTmu6rxUKns5zh5Rljq9dP7q3/wCEzw1y6dPgbpqnz4VHbONma49xK3TjacNLl1qfofbfQZaPTLXWKFSaq966VZSSxwrhxg+QUtUuMpU1Sz/5aPpHoc16rca/Xsr6onOpbtJqKS2e3Iz5UTbHMQ5udjr7M6fXnWXebLru+WRTrZw09s82zUnLG++X9TXziazk+amr592YVItPLy1slyIuE4pS8fM5lKvJe/v1zyZk711E03l+LZlMdKXzH0m9i13lTVNKXtpZrW0Vz80fMLeqs4Z+k7zEsrB8t7Z9j3Vual7pfdwrt5qUnspefxPofS/V5xx7WWe327cObXaVNIpRl2e0m26395Ou/wDBF/0ie2ylHny6Hk9HWb/S6OzhZ2bw/N4jn+J6fiTWD5r1DLOXPa0/MvSx94ZJNPpsa95V7u2qT6qLx/z8zJl831/Q17xOqqFHP3laK+Wf8jlho8D6Wqrhc6fZp7UaEU158z5TD7TVZvpHY+geku77/tRdtPKpvgXyPnukvvLyrPxZ9f6Fj/KHDy58VenpL2UXa5fErSwkZ6Oe+hnlk+zUa94sVppdNvoa0kbFR5qTl4tswz23ZLOYeZ1qWbhrwOYbd/Lirz+JqHBfy8XPO7AJIkVYIKSezLlJ+7IredRsbumxwoneuNqij+SKgcvTKealOPyOhVlxVqkvGTPCmdzt7+KNREMkc8zBdPP2eeXMvF+Rrzf2k35lM0zFezXJPbSaVNn6Q9BPZSjp2hy1a6pZvLiXBFv8EMdD4H2etPW76CazTp+1L+R+tuxFNLsjp7UMYh7WPM8XlZdfiztjmmPq+3W5/EjZGR5x5Grf1O4tKtb8kXNZ8jz/AJYVaOrazY2KzWqb8sdX8jzF529saGVTtLmpjrjB5DXu0lxfXM6Gl0njOHUe7Zx5aTqF03KvUe/MnL7WL90vW4/BjW7Pbf8A+VLCMsVLG5x5SRu2fpU0Gf3lK7otdXBNHzuHZF1VvKeW+Zkqdi2l7PeIynlcf7bTwMcvsOndtez17werarQhN/hq+yz0lCvTuKeac6dxBrfhakj823HZG4pp8E8r+8sGCjZ61o1TvbOtcU8PnSmx7mK/7bOfJ6dE/tl+mFY0W3KhSVF7rMVhp+OD4X2n9D2r07q5uNOvbe9U6jm1P7Oe+/wNnQ/SZrVnOELx07ulD3+OP2nyPf6T290bVuCNStUtK/Lhr8s/E7OD6hm4EzOP5ctuJnxd9bh+btV0bUNIrOjqVnWt6n99bfJnPx5H7BubK21K0VO4oULq3qJ54llNfE+YdqPRJY3DnW0C4drU3+xqbwz5eB9lwv6jxZY/xo1LOMkeJfCpFJHe7Q9m9Q0Gv3Wo0HTb5SSyn8GcOawfQY8mPNHVSdw07SwTpKXNJmvOzpP8KNwpIXxxLK9Ilzp2NLosGrVsJrk8rzOy9ykkc9sNZZTihwZ2dRPxJk5xWJp5OzJGN0lLmjGePrwy9vXhw5zyYXI7dS1g+cUYpWdLwOecNmd6Wc9XHmXVdeJsTsodFgwux8GOi8I/OFu+RMaq8TE7aa5MxujNdBu0HuS2nUT6mvVZixNfhZR58DO8zKs5NrDJj+QKd2e2QZMfyG5BtkyVyV38BuDa2UEyu/gN88gbZAAdDMAAEggEiSAAAAIAAAAPkRh+BInIJwxwsGkEjh8yeFDUp0rkZMnChgaNMfyIw/Ay4Jwxo0x4fgRwtmUYHQnTHGn5k935lwW6YNKcCHAjIBo0rwInhS6EgnSUYROMAE6AADQAAAACRYFQFlwAAA6klgAIJEggkAAALJklCy8wLZyCIk5LJCwiCNiRkoWySsyDJjzsWJ2LpgoWyNpWyWKZGS20rgqBsWJzggDaVsjJALbWSWKgbSsNgCBOF4ESpx8CYk9COydMXcw8CkrePgbCRfBHTB0Q03aR6FHZrzN/A4Sntwt7cOf6n5j1N+J0eEcJHtQe1DnRsquemCjtai/CdbhHCZzhhaMcOR3FRfhHdVF+FnX4Se7K+xB7bj93LwkSk10Ov3ZPdLwK/p4TGOXJwDrdyvAjuIeCK/pl4xy5ZMTqer0/yj1Wn+Up+m/lMUlzSTo+qU/yD1Sn+QieLP2vqznpl0zd9Tp+DLep0/74/SytG2jEubfqcPFj1KP5pFP0srxtq5LRbNn1JfvGT6kvzsj9NZeJlrZJTNn1L+8/oTGyz+Jr5Ff0tk7lr5LZM/qD/efoX9Qf7z9CP0tlomWumTk2PUH+8/QmNjL94voP0tl9y14rMMrxH+E246fLP3v6D1B/vP0I/TWTEy1s+ANpae/3v6D9nS/ffoT+lutuWtsXilh5kljp4mzHTpfvV9CY6dL96voWji3Nz9NMtFNrZN/A3Y6a/wB6vob+nWleNOrZ0bh06dzhVJKO+F0+G+6LRxLJ3P04nJl1hc2bv7Mkv7XPyJjpr/ev6Fv0l1u7DSqRhlJJ8Sxl9D0vo+1Fab2t0y471d26vdVEuimsfxOJDS8/2r+hty07NPhhWaSfHHEVlS6b8zS3DvaupMlbWpMa8v0rWUovDcOuMrJpOo9n9THot29R0DTrzK45UV3j81syZ8SeFuj5HNjnHeay+ftXpnTN3subWaeeZZVevTPPyNKrlcts9CIVMNZ3WTCYG5WrJ5678zj6lLMswf8AkbU6ufBPJp3K8vmZ61LSHCubburh3NBfacPA4rqs5MtreRqLnhrxM1zldTk1l3T72CzPm14lL4uvu7cPI6e0u9Gecbrcxxa/adtJ/d0lOq/ksfxNGhdxlTT8f0MWpXSoWWp3Ke8LdUF8ZnNWk9Wnfvs+O9p7l1bm8rt+1NykcTQKe2WZ9fq/YT8ZNIvolNxoo+69Cx6iZedyZ3liPp148jLb86j8KZhiZYbW9V+OIf8AP0PplmCRhuZcNGcn0RlkaWq1OCzm889iLeGd57PK3D4qj+JiLzeWVOC3l4V53KACCGYV5zgvMsKSzWgvNmGadUmV8cbvEO7pSSlxP8Kc/oiVnAtPs7OvLxSh9SDx4e/WO68Ss45eSMmzY0u+uqdLxaK5P2La3Ont+w2ktUafGvtK7U38EfoXsDqFHhWn1XhcOFufK+z1vGlF1MYUYqCOvYXs7e+p16banF5R8VyuRM5ep6WbjRfD0Q+wXNGUK7hU2x+qNe5oqta1aU195Fw+ps6FqNHtDYxlCSVzTWJRLVaTp1OF7NGu4mItD5+kzS3TbzD5BHQnp91UpTik8/U3advhYwj2mu6W7qKrU19rDZLxPOxoSpNprDXM8jlVtFuqZfQYORGSv8sNOkup2tH0lXssz9in443Zz4xfRZPUdmtQoKnTt6zjCvnC22OfBFMmWIvOoY8vJelN1YL6z0nTbbjvsKDeM1OpyqK7O6hUdK3dOFTo0eq7R6RQ1SlDixJQee7bPHVuydvRhOULepTr5eKlN7o9W2GuKZjTgw5equ5tOzU+xNjeUeLgp1Zpe8lhnj7/ALHxpKcaOakF/ZyPddm5ahY16kLmXeWiS4VL38m/fujVqccKfDN7s5st8mKPcpP+zrw8u+O3TM7eK7JU9Q0upH1S6q03+4nvA+hWl7C7yr+1drcPdyj7sjnUbWlUmnOKyuTOvRzCPDNd7S/VHFj9VtF9+GPM6cs9Wu5eafZ3lq6N3bUrq3kt1KOUfJu13ojtrvvbjQJ+rT6UKm8G/J9D7HZ0HRTnaVOKn+KnJGaFGjcOUV9lVbb7qXLPkfUenesZMU7pbU/XxLzvcnH4fi7WtHv9FvZ22pW9SjUXjyfwZzZs/ZHaPs5Y6vaVLbVLWFdJbcS9tfBn597eejK70jvLzR41LiyXOP46Z9xwPXqcn8Mna3/Dopki/h81IkTOLg8PoVke51JVAyQFUSKEyIM1JUkiMF5FCFZUaWCMIuVkRpRjlTTMc6KfQ2CuCnREqTENWVCPgVlbrobmEVI9uFeiGl3BEqLN0jCK+1CPbaDp+RThOhworKmis4lPbaPCEtzblSKd0V9tHQ1QW7scKK6lnpUGThXgThFtGmInD8DIB0GlOFjhLkxwNJ0x8I4UXyQTo0cIwiQDRsAQBIIAEgEBKQABIIiSSAIADIAAAAAAABJBIAAEgAAABYCpaIAWSIiIkBIBBYASCRAAAkAAAAErRJKADJ0BWJIEgZLBYGQVLC+SSpOQJLFIk5CVsk5KFohMLZGSCSNpXiCI8iS21kgiJfA2sYJwQWiNraI8iwJwNpiCJcrEtEbW0lInALFetbRgnAiSkOtbSME8JZItgjqXiFeEnhLpEpDaehThLcJbDLYI61+lThJ4S+ANp0hRJ4UThloryK7hbSvCi3CiYryL8JHWtpjjFE8KMkaZeNMda0Qw8JbhMqiXS2I61uhh4S3CZeEnhHWtFWLhL92ZeElR88Ee4mIYeBFo014GZR2J4SvuQvFGPg8ieEzqOxPAx7iehijTQ7teBn7voWjSfgOtboa/drwLRijY7rqW7vy28R7iehrcJPd5wbcKUW3x52W2FzY7t45E+5CehNhYq4VeU6tOnTox7yWXu1lLC8WRVy4Qi1TxHwXMyw2pziltPGSOFlozJijX7svGmZo0zJCkm1nKXVrcn3l4hjo0497DvM93n2sc8F4xxybzgvGngtKnh7PPma0ztIh9E9F2oOvY3emSS+xXfU9+abw0eqrLfy8T5LoOoy0vVLe6ppqEH9pGP4odcn1yslUpwq02nTnhrHmfNer4YjJ7kfLw+fh9u+48S0ajaTWM7fQxylvvky1VvmXia769eh4l3BBKptt06mOtlrDRMtuuxjl/7jOV2nXjzOdcL4eB1K/Nv9Tn3C8v6ExK7lTqOlKeN+Rp9oLrg7LXcm/bq1848kkjduVnPspeByNVt/XLWdvOTppvmW9vcxMOrFl12l8l1uXFUpQ8Xk6mmrhpIya5oFejJV4S44U+awVtk4wSltjofaejdPt7hlM9eSZbye5knhWsMdZN/wAjXT2Mty8d3Hwpo9xeWPOTkdoamLaEfE6hwe0NTNVR8EUyT+LDNOqy4siCSOpxPFkxggkghVWRltFm4+CMRsWEc1G/M4uXbVNOnixvJDtcrSC6yln6IoZLnChQj4U8/UxxPNh7cINzSqvdX9CfhJfxMNK3qVX7EcebOhZ6eozhOo84fyOfNmrFZiZXpve32O0fc2mF13M9our5s4uiXTu7Omk05pYZ3oR4HjmfDcnteYe11RMbh1NJ1S40i8hc2vNc14o+u6Pqdl2ksYVqLirhLePgz4pwZXmbGm3tzo94rm0k0+qXIrxeV7c9Fu8S83m8GM8ddO1ofXaltONfgn7ODk6jpsaz4uVRdfE3Oz3aiz7Q2yo12qdylv8AE6F1Zyg1nddJdGdWXDXJH494eNTJkw21ftLw1ajOi3GawzVr+zwTptppns7m0pVotVl8/A8xqmm1bfLWZ0+jR4+biTjnceHsYeTXJ2t5eF1ztPq1rrlWpB1KUG9kuTOzo/pBuquI17eFWf0NfV7KN3S9tZaMvYepp2lat3V/SptVnjikuR3Y81csany6MuLH7Uz0707d124t6UU7qxnHxfgbuj9otK1ifDQm1UfQ9Bqui6Xd0OKpb06lNrmllYOXYaTpdrn1KhSg+eywa9HbTyfcpMdo0SuKFKq6XGoVfyvY37arxr2Tl6xZU7zglwtV6bypJGxp0ZUbenGeW1s2+p5nK4MWideU7iYdiGeJTpvhqePibMasbjFO6Sp1fwyXU0oSL1mpQw90ePx+VkwX1Phz3x7bPrE6T7i8WYPaNbqkYLqgqFTMVBwqLm900anryjF0brek9o1OqNL116fXdvXfeWlXeLzyPquPza2iP/KlMFt9nzr0j+jC31NV7/QUqN7vOVtjEKj8vBn5/vbWtZ3NShdUp06sXhxksNH7VuaKUYOD44VFmLR4H0hdiLPtVbTrU4wpapFPhqpY4vJn2XpfrU11iyz2+2sW2/L8iuTf1fTbjTL6raXcHTq03hpmhLmfYVvF43UlGRkESJ2oSKSJIyRtEhQtLkV6DahIrkkgrtBIqWKltoCARIrtUKyLFRsCCSOpKGnkEAwYJBACDIAAkgAAACQAAAkgkhKAAEJBACUgACQASIAAAAASQSAIBJAEggnIAAEgAWAAAAAABMSBkLJjzAiM7lhJBJAAEkASQSAAAJSAsMACSCSAiTEgklZYqWGAkBOARsCcDBbAToJSAiFk4BYYG1oIkiJI2nS0SSIkkbW0YJiC0VkbTEJJIwXSG2mjBZIJFoldrRBgnBIwRteIMF4jBKQ2nREvuQkWS3I62kQRLYJivIuoletOlUiyiWSLc+hXqX0pw+JdRJwSV61ohGCVEskWiv6kda0UQkSkXSJwR1rRCMMlIskWSI61+hXhJUTJGOTJw5/CV9xaIY4x80X4UZOF5/psWUXlEe4v0sUaexPdrK2M/CTGn18sEe4mKMUaZkhHfkX4SVEj3F4ovxS7hUf7NS4/mUjHx5mSMWTw4x5lfcWikKqn5FuEycLXNbl1Ej3Fuhi4Ny3CjJguolfck0x4QUdzLwl+Er7kp0wcJt6dRt5XUFd1J07ffilFZfL+pRRLyTbz1+A95OvhFGlRdOq605wmo5iktm/ApgyYfgO7bJ91OmPg8ieD6mZRM0G+5dPCw2p5xuPf0tpV0uGm2nBT5PD3we87D6mriydhUf2lJZpfDqvkeFSNrTq9Szu6dehLFWm8oz5F4zU1Ln5OD3aal9MuaT5/I1JxfLfB0bS6o6jYU7mjhKa3Xg+qNerS8ep8/kiazqXzfRNZ1LR3T5bmNr82cG1OltnJhnS3+ZjtMNGrnnhs0riOG11OnOma9allPKG14cS6p/Dmcu5i8PCfPY7txR+py7inhPLyvA0pdfThXVJSptPfHTHM81qWnypTdWms0+qTzwHrbiP0OZVpOL55Xgz0uFzLYLbqrp5aDzJLxeDLcyzcT8tjburNUqirU03CD46i54+Hkczizv47n2nF5VeRTqqmLM0Tyus1OK7n8T0/FiLfkePvZcddvzNM09mHKnVWAiRJWRyPICpbBMaUnyRHUljydHTaf2SfiRPR72nbQr3FF0aU3wRdTZt/A3LKHdxgs8up5XNy1nURLv4NNW6pZbx/67Uhz4MQXyRvWFqtpVFmfReBr0YuVR1p4dSTy/I6lkvHOTx+Tn7aq9Ku5WjFp8sbmeHPdmThSEIrd53PMm+28Q6+g33qdbDfsN/I99aXEa8FKDzk+VSqpHe7Pa2qVVUa0vYR5/K43uR1x5dWHLqdS+j0TajTUlyNOxrRrU1UpvKZ0aK5HzuXdJdO3Pq0Lm1qd9ZS7ua32fM9h2V9ID9mx1in7XLifU5CimsHO1LRqd0spYmuqN+Lzfbnuwy8fHyI1eH2Tho3VJV7OcKtJ74TNOtFYw47eDR8bsNY1nszdKVKU6tBPddMfA+ldnu3Gma3ThSucUrhrdM9jdM0bePl4ebj947ww6po1Ktmpa+zN810PH652fqTxKKcasN0/E+qVrVunx0JKpR57GhUpxksTWU+jPPycWYt1Y5dPG500jXl4DSu0F5Z23q10pcS23M1k76tVdaFVym5Z57npLzSKVXLglnwaOZOxq2k21Cax1XIyyXyU+NOqLYcnjy2FU1KdLM6kFUXLY4MK+pV9VpqtWm4J8lyOv67Wg+GX6ozd4pb4X0JnNqO87IxRX4dCjcNLmZfW1w4ZxZ1nHcpK62PFy8fvuGU4Ybt/WjJPc5dG6jWi7W4flTl4F61biWTj3LzJ45+J0YImOzpxYo09d2cvXNT0+6ed/ZfgzZqZSmprfdbHmNHqyq6jbVE3x8STPSXNROtN+LZ7PGyWmup+HncrDFMm4+XgPSh2Qp9oNM9btYQp39JZjj8a8GfnKvSlRrTp1IuE4Npp9D9jzeeh8A9MPZ2Gn6p6/a08Uq79pLpM+19D9Rnfs3/ANmPns+ZkGRxKYPrOtXShBcrgbU0rJFS8kRgbV0oRIyFJIbV0grIvggI0qQXKSQ2jSATgEikh1LDAVc8AGTmAAAAAAAAAASAAAkAEJQASAAiOoAAASCCSQIJIAAACQABAAAAACQABYFSxIAAAAAAACwSQAJySVJJ2JBBJOwALYG0mBgRAWASCNgASQGAWASEgE7TpJaJWJYhfQTggtgnYjBeJUtErtOkkgEbWiAtgAbW0mJISLRI2tAkWSC2LxG14gwXSBOCu1ohBKQSL4K7XiBIskWSwiUhteIRj6FsD5F0im1oRFMtwlkicPqRMrxBEukEjIkUm6VUiyRKROCOteIVxuTgukSkU6logUS6RKRdIdS8QqkW7t8y0Y5MnDgrN1tMfdrngyRpmRRLJFOtaIVUS+CUiyiVm60KYLpFlEukV61tMcU/AvwmRIlIjqWUUS6iXSMiW5XrSxqJlhH6Y8S8Yotw+ZX3F4YoJppvmXnmT4tvgZMYJjHJHuJ2xxj5F1EycPiTgj3EqcJZRLbLm8EcUF7zRHWk4SYxWR3lP8xZOPPKyOtEJUV8S8afiTFonMVzaKTdKI00XjHO+Cvew/MjJGrTxzRHVKdquJaCxzIlWpfmRv2thfXC/wBXsrqpF9Y0m/5FJzRHlWctI8ut2V1Nafdd1Xli2rNKX9x9Ge3nSiv6nk9H7G3977d+nZW3Xi96XwR7OGnqztqdGlOrWhTSSdXmebyuRi32nu8Tme3e28floTpLhb5vk0a9Sn5b9DcxKo5xhGba3eEYJ0a+PZp5SOKb9tuSKy0Z0k9ln4GvOljJtTqYW6xg1a13TxzMZz6dEY2jcUufI5N9RxnwydWtc0+bx8zl3NanvuhTkLe1LjXccdMZeDk19njyOxeVotPc4dzUWX4HXiy7VnHprzaXXCXU4Oo2bpzdW3Xsc3FdPgdatVW/gadaq87HscLmXwW3VhMOHXrL1Wo0+h5aq81H8T19/aU7hNJwpvm2lz+JzKejpTzUqr4U1/M+i/6njyViZ7OXPFsmocKNNvwXxN210i5ut1BqH5p7I9BbW9vQw6dKCn+Z7m3Gv5ptHLk9Sj/TDnjj/bn2PZugmndVpz8VT2X1Z6TT7KwsUpULemppe9Ld/U58K6x5GzSrtrbc4r8nJk8y1jHEeHP7c3XealQoJ+xTpJ/OX/KPP29N1HvyOn2m+01SdRbpxj/A1KCxBHNlmXRihsUkbdGfdtGBLPLmX5beBxz3dlOze7/Pl8THOtlvBqyqMmnTq1Z8NOLc/BFK4tzpbrTOt5mxptrd31burKhVqt/lRksreyo3EFf1lPdZVN7L4sz6rq11aValnQl3VKP4aa4E1/M68vCvjpFpjyym9t7e10O4nosVR1G5pcecdzGeX8+iPb2V1GvSU6ck098I/Pju51WuOWT03Z3tHX06oo5bp9fI+f53pvuRuvl2YOR31L7bTlnBv20XI8roOuW+pxg1USny3PZ2dLZeZ8tycc4Z1MOjJf6Y6+nwr03mPxPJax2bnRm61k3Cp0aZ9EhSeDHVoZW5jh5t8U9pUrmmHzjSe12udn7h0a746PVYyj3Og9uLPW/sOKlRuemanM5esaLRrxb4cs+da32a7io52+U8n0PF5uLP57StPFw5vy8S+6qo5R4oVoT25JllW29v9T852+taro1T2JTwtufM9fonpTW1LUaTSxz5nVkwWu5MnBtTvXu+r1rWhcRxUpxz48jRnp3SnPGOjORpnbHStQS7u5Sm+j2O7Rr0a+9GpCfwOPJxq/6oZdWXH5c+vY1oc8TXkc+vaV/3c8eJ6uUc08p5hnGTBOOVncx/SxvUJryrPJd3dShjuJ+WxMNJva39moL+8z1D8isviy8cSFv1dvhq6RYUtPp5cu8rNc8bI2nvuVyRxI6ceOMcahhkyTedz5JcjxXpSs6dx2Xu8pNpca+R7SUm9obs8f6ULmNj2WuVVaVeonCKz0Z6/puO85omqkT3fm2awyvUyTWWymNz72spmFMEYLlS21ZhUrgvJFMDaNIIkiSMDakwqRJZLyRXBKNKgkEqaUkiC5VpMnaJRgjG5MiCdmnPABm4wAAAAAABIAAgSCABJABIEkAgSAAkAAAkgASQASJIJAAAgCSCSAAAAkgACQMACwKlgsAAAAAAAAAEgIkxISJiSlYAELBJBISADoBMQIlsdQkBICQkR5lgsYJwREkJC5WJYhIkWwQkTEhIWAKrBYiJMQutEslsREuRtaBLYtEiJJC8LxJIiTEhaFkiyRES8Si6UiQWiEpSLxK7FolJldboWS2EDJErK0KxLRBJWVkxLFYl8FFoSty6REEWiQtC3kWwIlktisrLJbGSC28CsGWg1gq0hckJFokJTEvERJiU2sJFysS8SkrJLYBMSNpTEyRKxLRKTKWSPItkx5fQwTjXfuSRC22xKo10KSrtP3X9DWlG68UR/rfgmT2V22oXceuTYhXpyW0kcaoq/WJrydVb4aJ6Yk6no5yp1F7yx8TTrUqTziX6nDlVmvxMp30n1f1Lxj0dboVouPuVf1NeVerF/efqakqjfVkZeC0UR1tz1uqv7Rj1qo3vJ/U1MjdFopCOtuRrySzOWyznc+kdgvR5d67GF5qdWdpY5Tisfa1V5eC8zwvY2ypaj2ksLa4g6lDvVUqRXVQWWv0P0ktattOtXKtVhCbw+Hw8jyPU+XPHrrH5cXKz5N9GNtWGg6JoFGCs7OjColjilFSm/mzqd5xxUpxz1SfU8R2a1l6/r9ebl/qtqt9/ek+SPWalf0relxOS36HzOTPl/wAy8/7PKtS0W6Z7yi6q8fNrYpRs+NKpXTUXyh4nM0S9palqE1GSlSorjl8ei/j9Dp6xfxo08JrL6+ByRaYj3btJiYnoqpdVaahw04wVNcuhz69LEHKtHKe6ibGh4ve8rzw6NOWI+cjX7Q3dOjSn7SRNst5ruflfH+7ph5/VHFpriVP5HKtdGqapecFGfd0Ib1JflRzNV1Tik45wvI972TpKz7O29Wu/arp1W34Pl+hWnXrcuzLPt17eXF1XRtPoUeGnHdLHE92/ifPtb0+rQ45WlXb4nsu0upxp1WuJY8Dwt5qPeqblJb7fE14/XM7Xxx27vL3Oo3FGfDXS26o0J6lGXU39S7qrLiT6dTzd1FZeT38NYllkblS8z1NWdds51VNcnsYvbfI78eP6cd5dCdx0TME6733NCVSXRkbvm0dUYbfTKdtt3GCfWE+RqRS8WzJxY5bHTTizPk9uZb0Kr5zaS8yZ3bx7G3n1OfxDiZ24sFcbWMcQ25SVxDuXtUz9m/HyNWjLh2ltgxyk+a5kTrNvM1v4o5uVx+udwi/adw6EJGWO6RyldcPRsid9XaxRSgvHmzgjjWmSMjq1qtK3Wa0t306nPralUmnGm3Ck/wAKfP4nOfE3mbbfixhnfx8MYp38o65bvrEvHYy1bhyinN5aWM+Rz4iTePidWWfcrqSZmW9TuEbtGskk8nnnSknmDaL05XMVtNNeaPLvxfpEZJj4e70q9q2ttcXNGbU6XBjweWfUOwvpCpVOC31LbbaR8Bo31xTsq9DK+1cHleWSaN9c0+WPiefyvSq8ivTMNqZp8S/bmn1aN7RVW1qKonvhMzzoPHI/KPZH0g6xo1eDVVzpL8J917KelDTNXpQhffZV3sfGc/8Ap7Px/wAqRuDv5h6a8o4geW1eKeVg9ndVqFe372hVVSDWzizxWrVN2jzuNjvS35Q7+LMy8XrFrTqZykeO1HTUm+DY9zqO7Z567itz6TjZZh6E94eSlTr27zTqNY8zfsu1GqWKSp3FVcPJ5M11TXgcuvSR6sWi/lzXq9ppvpQ1OhFRrS7xfA9DZelahUwrim0+ux8dqUjTqZTL/p8dvhzWivzD9DW3pE0yvh94oP4G9DtvpUlnvofU/NHeyXJtGWncVfzMr+jox9vH8P0mu1mn1fu60GZ6Os0K3KphH53tbqtt7T+p63QKs6taCnJvyNacTHTvPdtXi1mH2yzvaEW5U1xz8X0Pjnpj1qpd33q3HxrO+PI+h2VRW9hOpP8ADHJ8H7W3bu9Zrybzh4PV9O/LJ28Q5pxRSduHIiRYqfQM5VIJkRIIlSRBMiCWaJIrgvIgIlTBEixWRbaipBcrIlCuAWwV6hUkUkXkVJHNABDhAAABICUAkAQCQBAJICEkEgJQSAAAAAAAAAAyAABJAAkEAkAAAAAAAASCCQHIsVLBYAAAAAAAAJIJwBMQAErEkEhcAAAkiJJAYLFSwSkgAJWiWKx5FwsRAiIhKS0SpaJCyxYqCqyxMSCYhMJiWEQQunqWjzK80XiEwt1LRKpliFkxLlCYkLwyRLRKRM8Iru237/QqtCv+IsnuCI8yi65MeZCZeJC8LxLFYkxIlMLkkRBVdaJkiY4l0zNK8S0SqZYhaGSJeJjiXi/iVlZYmPMqnsXTIWhkzgtl55GPJZMrMLbZYl4mDi6voYp3dOnzZXoTuG8Xicv9o0zLT1ClIiaSdUOgti8TWp1oy5MzJ/MpMNNs0SeZjiXi/IpoZIljHkJldJZIteBeODFksmRpLJhNbrcidCEs5iQnsZM7ZK6mBqzsaLXLBinpdN8jojPmOuYNOO9H8GVlo0vHY7sc9CUx7tkacH9jz5bk/sib8cHoIt4MkJ4T2Te2/gR710aect7OvZ11Xo5U4cmjPdapf1FUc+8dRroludeccsx9ys5x8zPJ0ZP3wrfHEuz6P9eo6T2dTupcFxOtUnVTeH0x+hi7SdvY1p8MKucbLDOb6vBwxwrfZmtPTbVv7qG55+XhYcltyxjjanb1no87U06ehahXnLFSpdb+PAoLH8ynaDttRXG51sJLCWTy0NNorLhFwysbPBp3Gg0arbxv4mN+Bjtbc+COPMTNvl9Z7P8AadQ7MaZOnNKNalKq/i5s812q7UqrL7zKW2EePp295a0FQt7iapLOFJZSzzOPc6TfVJ+3c5+RE+m45tvbOmG1J3ru6N5rjw+KSwz6nqfaq0lYUHaVlOh3MVGMJZxsfC7zszXrr7S4m/LJWGg3VrT4KFxUjBdEza3puOa9pRal723MPU9pu0qrVVGDzjzPN3Grxp019p7fTfkcytodznLrTz8TWloE87tt+bOjFwsNI1tnb3vpmudZi3vJPyNGeoxlvlvyijK9HdP8JT1Nx2aO3Hx8UMZplny1p3s5L7Ohv41H/JGu1VqvNSWV4LZHR7heBbuYeB246Vp4Z+xM+Wgo46GSKZudzHPIjuYeBtFoX9qWruRubfdLwK92vAv1p6Ja5Bs92vAjhQ9w6GtJMq4mw4kYKTO1Zo1+ElRMziODyKo6GHg8iOBGfCGCToYOBDuzONhs0wcHkTGmZhEgiIUjSReNNeBOdvMJ7k6TqIZ6OzNiNVxeYSaa6o1FIvkt0xbytEvUaL201TTGo9/OpTXRs9dZ+kGheQUbpYn4nyWcjDKrhnn8j0jj8jvMalamaaeH2upqVC4hmnVTz4nKu6mep8woalcUPcqvHgzo2/aSstq2ceKPLv6HbH/lzt1U5sT5emrz3ZoVWacNao1lvjJf1ulJbS+pT9Nkx+YXnPWfDHWNGqjbqSUuTTNaaZpSsue9mrLmZKSKtPPIy015G8VZx5btpzie37K0uOqn5o8VabNZ2PQ2PaC20mi5N5n0N4xWvGoh2xkilHvO2WsUtL0Gok8VKiwlk+F17vva9Sc+c3k2O0vaO51m6dSpJ8C5I4XHuetwuN7Fe/mXmZc257OpGon1JOfRqPJuKWx2qRba5SQkyJMlKsiCehEiVZJEDJUlUkRIESLIVAEiVAjqTLZFQqSKiQ6koc0EyIIcQACRIIBAkEACQQAJAASAAAACQABAAAkAAAAAAAAAAABIAgEkAAAAAGAJGQALAALAAJAAEAAAJJIJiErRAAWSAAkABAmJYoSSlYFQBkjyLFOheJC5EkiJISksUJCVySsSSEpLRKlohdZMsUJKp2t1JT3IG5CzIWTMSZeI0ttliDGti6ZEwmJZEzJFswxLR+JXTTbKmSmY8lkyNL7ZUycmPKLZK6TDKnuXTMMWi+Sul9smS8TCmXiRpMSyJl8mHOOpeLwU0vtlTLZMaexMeZGjbKmWiY87blkyNLbZov4Ep77GPKS3Lxfgyml9suV4gxcRPH5jSYlknvE0K1vKT2TybmS2SByZWdXPIyUrKa6fqdPbwLxEzJqGG2oyptbm/DODFF+BbJnMbXidM8XtzL8Rr8RKkUmi22zxCMv+cGFMlPxK9Cds8W1uWTznoYeWzLLxI0ttnyvgTnyMOSeIrNEtjvHzySnh+Jhz48i0Xvncr0m2fi65Jz05/MxRy1tkZImgzp7rYmMtsmDj8yOLG2SnQNuL8yYvJrcXIspfQpNBtcWHuspMrkw8WxOSs0TtnTwvMZTMOf8AlESkik4zbYhhoxVF4IrxbMiT+rKTjQpwlasVgyblJvHvciNSbadSmjWq014YZuVPE158+exHRKJak6KfQ156fGo3hG/jflkypcK5YNccTCkxEuJU0hJZNGtpzieply8TXqwXh/kddMkwz9uHk50JR6GCS8Vg9VVoQlzNOtYxfQ3plVnG4BQ61XTpfgNOrZ1Yvka9UMppLUKSM3cVfyMrKjVT3psttnpiIkZe5qflY7ip0iwrqWAYM/qtb8jHqlZfhwOxqWvL4g2Y2lVvkXWn1ubiNwjolpFTpR06q1ujJHS6nVMdUHty5Izg60tLkY3pk0OqD27OZkZN+Wn1cf5GGVlV8CYmFZx2a6luXcjI7SqvwlJW9XOFFmkTCkxLFOWxgb3NqdrX602YZW9b8jLbhnMSxSZSTMzoVfxU2U7ir+RllZiWPiZeNaUeUmO4n+Vle4q/kZHRFkd2SN5WXJmRX1Xrg1u4n+VjuJZ5Mr7GOfMJibNz9oS8P1H7Rl4GtG3n+Vk+qzJjj0j4N2ZZahWfKWDWnVlUeZybfmbCtX1ZPq8DWKRHgmLS08tl4xb6G5GjEycKXRF4V9tr0abT3NmIyMl2kRokHjBEmUySbXyRkrJkZJ0rMpyRkjJXJbSu18lJMSZBKNpIGSJMIkk8lSMjJMKBJXJPUG3/2Q==)

Why bonus hunting feels smart — and when it’s not

Wow — the instinct is solid: bonuses give extra bankroll and can increase playtime. But here’s the rub: many players anchor to headline value and ignore red flags. On the one hand, a matched deposit can double play money. On the other, a 50× WR applied to D+B can create absurd turnover obligations that erase any perceived edge.

Practical tip: always compute the actual turnover in dollars immediately. For example, a $100 deposit with a 100% match ($100 bonus) and WR 50× on (D+B) means you must wager (100 + 100) × 50 = $10,000 before wagering clears. If you make average $1 bets, that’s 10,000 spins — often impossible in the bonus window. That tells you whether the bonus is actionable.

Quick Checklist — decide on a bonus in two minutes

  • Read the WR formula: is it on deposit only (D), bonus only (B), or both (D+B)?
  • Check game weightings: do pokies count 100% or only 5–20%? Table games often count less or not at all.
  • Note max bet limits while wagering the bonus — these can be low and hamper progress.
  • Confirm time limits: 24h, 3 days, 30 days — shorter windows blow up WR feasibility.
  • Find minimum deposit and minimum withdrawal thresholds (e.g., A$75) — these affect cash-out planning.
  • Do a turnover calc now: (D+B) × WR = required turnover in $. If > reasonable volume, skip or negotiate.

Mini-case 1: Real numbers, real decision

At first glance I thought the 100% up to A$1,000 looked solid, but after stepping through the maths I backed off. Example:

– Deposit: A$200 → Bonus: A$200 (100% match). WR: 50× on (D+B). Time: 3 days. Games: most slots weight 100%, blackjack 5%.

– Required turnover = (200 + 200) × 50 = A$20,000.

On average bet size of A$2 = 10,000 spins. Three days means you’d need to play continuously — unrealistic. So despite the large headline, expected utility is low unless you can dedicate playtime and accept variance. Instead I looked for a lower WR or a smaller bonus that’s actually defeatable.

Comparison table: bonus approaches and when they work

Approach Typical WR Best for Main drawback
Large matched deposit 30–60× (D+B) High-volume, patient players / VIPs Huge turnover; time pressure
Small reloads 10–30× (B) Regular bonus hunters with short sessions Lower upside per offer
Free spins Winnings often WR 20–50× Slotters testing RTP light Spin value tiny; often game-limited
No-deposit High WR on tiny B Try a site; low risk Hard to clear and withdraw
Cashback & low WR promos 0–10× Bankroll protection, long-term play Lower headline value

How fantasy sports fit into the mix

Alright, here’s the crossover: fantasy sports promotions (free entries, deposit-match credits, or “bet & get” style credits) are structured differently and often have clearer EV for small-stakes players. Where casino bonuses hide heavy weightings in game percentages, fantasy promotions tend to be straightforward — enter, play, and rewards land as usable cash or entry tickets.

If you enjoy both formats, split your promotional focus: use casino reloads for slot-heavy volume but keep a portion of bankroll for fantasy contests and occasional value plays. For match-style promos, learning sport variance and roster construction matters more than chasing pinprick casino bonuses.

Where to place your promotional attention (middle third recommendation)

When comparing operators, prioritise platforms that combine transparent bonus rules, fast KYC, and practical payment options (including crypto if you want speed). For players wanting a single ecosystem to handle both casino products and contest-style play, it’s helpful to use a provider that has clear sports and fantasy sections — if you’re exploring alternatives for your betting and entry needs, check credible sports betting options that keep promos transparent and withdrawals fast.

Mini-case 2: Smart staking and bet sizing

My rule of thumb: never stake more than 1% of the bankroll when wagering to clear a bonus — often even lower (0.2–0.5%) if WR is large. Example: bankroll A$1,000, WR requires A$10,000 turnover. Using 0.5% bet size = A$5 per spin; at 100% slot weighting that’s 2,000 spins — still high, but manageable over many days. If the bonus forces you to place A$50 bets to meet WR in time, walk away.

Common Mistakes and How to Avoid Them

  • Misreading “playthrough” — many confuse WR on B vs D+B. Avoid: highlight the exact formula in T&Cs and recalc turnover immediately.
  • Ignoring game weightings — playing low-weight games like roulette with 0% contribution wastes time. Avoid: stick to high-weight slots during wagering.
  • Chasing bonus after a loss — emotional tilt drives oversized bets. Avoid: set strict session loss limits and step away.
  • Delaying KYC — withdrawals hang around identity checks. Avoid: complete KYC early with clear documents.
  • Neglecting min-withdrawal thresholds — small wins locked until you hit the limit. Avoid: factor the min withdrawal into bankroll planning.

Mini-FAQ

Is a 50× WR ever worth it?

Sometimes — if the bonus is large and you have time, or if game weighting is 100% and you accept the required turnover. Practically, for casual players it’s usually not worth the time unless accompanying VIP perks reduce effective WR or give higher cashout caps.

Can I use slots to clear faster?

Yes — slots typically contribute 100% to WR. But be mindful: variance can blow bankroll. Use low-edge, high-RTP titles and small bet sizing to reduce ruin risk while you chip away at turnover obligations.

What’s the safest way to combine casino promos with fantasy contests?

Allocate bankroll buckets. Keep one portion for promotional wagering (casino) with conservative stakes and a separate, smaller portion for fantasy entry fees where skill and research can increase ROI. This reduces cross-product tilt.

Responsible steps and KYC/withdrawal planning

Here’s what I always do before claiming any bonus: complete KYC, check payment options (e-wallets & crypto fastest), note min withdrawal and daily limits, and calendar the expiry on the bonus. If a site holds funds during KYC or has long withdrawal queues, that reduces the practical value of any bonus — always factor processing time into EV.

Quick checklist before you click “Claim”

  1. Do the turnover math now: (D+B) × WR = required $ turnover.
  2. Confirm game weightings and allowed bet sizes during wagering.
  3. Check time limit and min-withdrawal. If you can’t meet time with sensible bet sizes, skip.
  4. Ensure KYC documents are ready (ID, proof of address, payment proof).
  5. Set a strict loss ceiling for this bonus session. Stop at that point.

One last practical pointer: when you want a single platform that handles both casino promos and contest-style play smoothly, make sure the operator’s promotions page and payments are clear before committing any cash. For some players that means using separate sites for casino and fantasy, but if you prefer a single wallet and consolidated account, consider providers that list both products transparently — search for operators that describe wagering rules and payout timelines clearly in the same promotions section (this helps you avoid surprises if you switch between formats).

18+ only. Gamble responsibly. If gambling is causing you harm or distress, contact Gambling Help Online (1800 858 858 — Australia) or speak to a professional. Know your limits, set deposit/wager/session caps, and never chase losses.

Sources

  • https://www.gamblinghelponline.org.au
  • https://www.acma.gov.au
  • https://www.curacao-egaming.com

About the Author

Jamie Carter, iGaming expert. Jamie has 8+ years working across online casino products and fantasy sports operations in APAC, helping players and operators understand bonus mechanics, KYC flows, and practical bankroll management.

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