Question
In the lion exhibit, there are 18 lions. 6 of them are baby lions and 7 of them are female lions. How many adult lions are there ?
- 12
- 15
- 16
- 13
Hint:
Do not subtract the female lions with the total number of lions because the question asks for adult lions not male lions.
The correct answer is: 12
The number of lions =18
Number of baby lions = 6
Number of female lions = 7
Number of adult lions = 18 – 6 = 12
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)
Start at 18, count back to 6 ones, you can land on 12
Read the problem multiple times in order to understand it.
Related Questions to study
There are 44 monkeys in the zoo but 5 of the monkeys are at the Vet and 10 baby monkeys are in the nursery. How many monkeys are left in the monkey cage ?
Read the problem carefully multiple times in order to understand it.
There are 44 monkeys in the zoo but 5 of the monkeys are at the Vet and 10 baby monkeys are in the nursery. How many monkeys are left in the monkey cage ?
Read the problem carefully multiple times in order to understand it.
42 students are going to the zoo. The first bus can only take 24 of them. How many students need to wait for the second bus ?
Read the problem carefully in order to understand it.
42 students are going to the zoo. The first bus can only take 24 of them. How many students need to wait for the second bus ?
Read the problem carefully in order to understand it.
Add using a hundred chart.
17 + 4 = __.
Add using a hundred chart.
17 + 4 = __.
Choose the answer which has a sum of 34.
Add using a hundred chart.
Choose the answer which has a sum of 34.
Add using a hundred chart.
Jacks’ mom bought him 50 apples. His dad bought him 34 more apples. How many apples did Jack have in total? Use a hundred chart.
Jacks’ mom bought him 50 apples. His dad bought him 34 more apples. How many apples did Jack have in total? Use a hundred chart.
Randy has 80 soda cans. His dad gives him 20 more soda cans. Find the sum using a hundred chart.
Randy has 80 soda cans. His dad gives him 20 more soda cans. Find the sum using a hundred chart.
From the given hundred chart, choose the correct sum.
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)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,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)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVoAAAByCAYAAAAS2RmZAAAgAElEQVR4nOxdd1iUx/Z+t7DssvQmRZRiQRBFEVARDHavJsbozxqTGOuNxnY1aq49icaosUdNNJoYFTWxRBPFWFBjLxQVFFBEpIn0he17fn9sdi4ru7igwC37Ps8+zz7fN9+838w3c2bmnDNzOEREMMMMM8wwo97AbewXMMMMM8z4b4dZ0Jphhhlm1DPMgtYMM8wwo55hFrRmmGGGGfUMs6A1wwwzzKhnmAWtGWaYYUY9wyxozTDDDDPqGWZBa4YZZphRzzALWjPMMMOMeoZZ0Jphhhlm1DP4piRKT09HREQELCws8NZbb4HL5aKhdu5yOByoVCr88ccfCA4OhqenJ9Rq9Uufq7TUIMNVhufWCpSIVey6fQUfzhIBfJ4JYSV/+TjD4XBQWVmJtLQ0dOjQwSTu1wkul4v8/Hw8fvwYXbp0gUqlevlDrxEcDgclJSVQqVRwcXGBRqNpcP64uDiEhoZCLBY3WLvTQa1W49y5c4iMjIRQKGxQfi6Xi+zsbKSmpiIyMhI8Hq9B+Xk8HhITE1FWVoaIiIgGr3sej4ebN2/CwsIC7du3b9C+x+VyUVxcjD179uDAgQMYOnQoOBxOnfMzSdAC2gbXunVrzJo1C3w+v0EFrUwmw+PHjzFq1Ch07twZCoXCaPqn8iJ8nnsEp8ruGryf7agAUInzbYDutm0wx/VvCLDyNJofl8tFQUEBjh8/jvHjx0OpVL5qkWoFPp+PhIQEnDt3Dp988gmkUmmD8nO5XDx69AhyuRyBgYGNIuiLioowadIkuLu7N6ig53A4UCgUyM/Px5QpU+Do6Nig/Hw+H9evX8ehQ4cwY8YMWFpaNqiws7S0xM6dO5GRkYE5c+aAiBqcf9OmTRCJRBg7dmyD9j0+n4/U1FQcOXLktZTZZEFLRBCLxfDx8QGPx3tl4tpALpfD2toaHh4e8PQ0LBRlaiWWpsZg3cPjkKmNC+KqOF+WgvNlKZjs3Rcr2oyBvUBsMJ2VlRWcnZ3RtGnTOpfhVVBYWAgHBwe4ubk1Cr9KpYJUKoWXl1ej8Nva2qJZs2bw8PBocG6FQgEbGxs0b94cjo6ODc7/9OlT2NnZwcfHBwKBoMH5nZycUFxcjGbNmr3SjO5V+K2treHp6dng/DKZDBYWFg0raAE0+NKhKm9NM4k8eQkGX/8SV4se6F1/2y0Mg9zC4W3lyq49rnyGo3nXcCTvOru29XEs4grv4UT4QniLXfEiNBpNgy+Zq6Kh1RUvQqPRNNq3B9DgM6l/J/7Gbnsv63sNwd9Y7f91fvNaCdp/R8jUSvS/vBQJZY/ZtX5NOmJL0CSDQhMAPmjeA3nyEiy9H4Otj2MBAPfLnyL60gLEv7HW6MzWDDPMMKMu+I/3Ohh5c7WekF3RZgxOdDY8M60KN0t7bGk/GTuDP4aQp12SPZYWYGz8hnp9XzPMMON/D69tRltWVoYTJ04gIyMDRIRmzZqhR48ecHd3N/qMWq1GcnIyKioqEBQUBLG4djPJIzn6KoAPFSHQ/Hwfy7EcgYGB6N27N6ysrKo99+zZM5w9exYZGRngcDiY7hOOlcKL2jzzrmNd+jHMaPGmye+h0WiQnp6Oy5cvIzMzEyKRCJGRkQgODoZIJNJLq1KpcPnyZSQmJqK0tBS2traIjo5GUFBQrcpeFWq1Gg8ePMDly5eRnZ0NGxsbREVFISgoCJaWlkafy8zMRF5eHgCt4aFt27bg82vfJMrKynDt2jXcuHEDKpUKrVu3Rrdu3arp04kISUlJkMlkBvVtfn5+cHJyqjV/SUkJTp48ibS0NAiFQvj7+yM0NNSoTjs9PR3Hjx9HeXk5PD09ER4ejjZt2oDLrdu8o7CwEL/99hseP34MsViMNm3aoFOnTnB11Q72RISUlBSUl5cb1TMSEUQiEdq1a1dr/tTUVJw+fRqFhYWwtbVFQEAAunfvblCn+/DhQ/z+++8oKiqCh4cHQkNDERAQUGf9r0qlwrVr1xAfH4/i4mLY2toiKioKHTp0MFjGuLg43Lx5E2q1Gq1atULXrl1fyfZQWlqKkydP6smd3r17s7qvCqlUimvXruHWrVuQy+Xw9fXFgAEDYGNjU2d+k0EmIC0tjRwdHalv376kUqmq3U9ISKC3336bAOj9QkND6fjx4ySXy43m26RJEwJAN27cMMovlUpp8ODBdPnyZb3rwWdnEI68TTjyNtkvjNbjtrCwoD59+tCZM2f0nrl58yb16tWr2rt6LurL8nI7OZakKgV7Ji8vj9avX2/0/bZs2UKurq56+VlZWdGAAQPowYMHLF1JSQl9/vnnJBAI9NK6ubnRF198QYWFhQbzv3nzJi1btswo/5dffkmOjo56edrY2NDgwYPp8ePHBp9JT0+nkJAQ4vF4xOfzqXnz5vT8+XODaVNTUykpKcngvXv37lFkZCRZWFjo8Xt7e9P333+vl7aiooJatmxJHA6HeDwe+3G5XOLxePTjjz8a5Jg4cSI9ffrU4L1jx45R586dicfj6fGHhIRQQkKCXtqSkhLauHEj+fn56aW1t7enffv2GcxfLpfTu+++a7BuNBoNxcTEUEhICHG5XL08o6Ki2LdXKBTUuXNnAqBXbl3dCwQC4nK55O/vTxqNRo/jzz//pEmTJhnsQxUVFfT9999TixYt9Li5XC5NmjSJHj58yNKWl5fTkiVLqGnTptXa6eLFi0kmkxks/zfffEMzZ86s9l5ERBKJhFavXk1WVlZ6ebq4uNCcOXMoKyuLpc3KyqJ//OMfJBaL9dJGRERQRkaGQW4iolWrVtHmzZur8Ws0Grp16xb169ePOByOXp7dunWjCxcu6KUvKyujTz/9lPh8vl7aoUOHUnJyskHuBw8ekL29PcXExBgsf23wyoL27NmzZGtryyr4448/poULF5K/vz8rzKJFi4iISKlUUm5uLhMcVRvI9evXjfIbErTnnt1hghEH3yI4CMnd3Z0WLlxICxYsIB8fH9aJHj16REREx48fZx/a2dmZZs6cSYsWLdK+h4OQsKs/y/Nw9lXGVZOg/e6779jHCwgIoA0bNtCsWbPI0tKSffTi4mKSSCTUo0cPAkACgYBGjBhBa9asoZ49e7I6GDlypEGOmgTt119/zRpaSEgIbdq0if7+97+zjt+3b18qLy+v9tzUqVP1Gpy7u3utBW1RURF17dqVAJClpSV98skntHbtWvZdLSwsaMeOHSz9nTt3yMHBgXg8Hnl7e5Ovry/5+vqSj48P+fr60i+//GKQ35igzczMJGdnZ1b3n332Gc2bN4/s7e0JAInFYjp48CBLP2vWLHZ94sSJtHHjRgoNDWV18M0331TjqEnQ3rlzh4RCIQGg4OBgWrFiBc2YMYOsra0JADk4ONC5c+eIiOjtt9+mpk2bsjL7+vpSy5YtqWXLlmzgbdmyZa0E7ZQpU9i7h4eH0/Lly+m9994jkUhEAKhJkyZ069YtIiL66quv2DeZMGECbd26lYYNG8YGqDFjxpBCoajGYUzQKhQKGjJkCOPv3r07rV69moYPH87K07dvX9JoNCSRSKhVq1Z6/W7x4sXk7e3N5MaLEyIdjAnaX3/9lQn4Fi1a0JIlS2ju3Lnk5uZGAMjW1pYJ+mfPnlG3bt1YOx07dqwev42NDcXGxlbj+LcStGvXriUAJBQKac+ePez6zZs3qXnz5gSABg8ezPIJCgpiDaHqr7aCdl7yj/8StJPbk62tLR09epTd3717N8v722+/JSKiDz/8kACQSCTSm8FcvXpV2zmH+7M8JydsYfeNCVqJREJvvPEGa0C6xqLRaFgj5PP59Ouvv9LVq1dZucePH88a9dOnTyk4OJg1TEMwJmiLi4upU6dOBIC8vLzo6lXt4FBZWclm7SKRiGJjY/WeO3z4MLm5uVH37t3Jy8urzoL2l19+YTPZDz/8kNRqNbuuEzZRUVFUUVFBREQHDx4kANS7d296+vQpFRQUUH5+PuXk5FBWVhZL9yKMCdodO3awQWb//v3s+vfff88E4JtvvklqtZpycnKoffv2BICGDx/OOs79+/dp/Pjx9M4779CWLVuqcdQkaFevXs34//jjD3Z9/fr1rF6WL19ORNrO/uTJE8rKyqKsrCzKzs6me/fu0ccff0wWFhbk6elJ3333XTWOmgStbpAOCQmhJ0+eEBGRWq2mzz77jL3XDz/8QERE/fv3JwAUGRnJ8lIoFExYe3h4UGpqajUOY4L2xo0bZGdnx75nfn4+49e1/ZYtW1JBQQHduXOHTXA2bdrE8rp69SoblPv370+VlZXV+I0JWl0ZHRwc6Pz58+z6d999RxwOh/h8PmuzW7duZfUxZ84cJsPi4uLYoPzVV1/Vq6B9ZWMYl8sFn89HUFAQBg4cyK6HhIQgODgYgNYPFgDs7OwwZMgQTJ06FQsWLECPHj3qzHsy7zb7L4gvRGhoKHr37s2uVdUNp6enAwDKy8thaWmJsLAw9O/fn90PDQ2Fg4MDkPDsX/nn/yt/YygrK0NZWRlEIhGioqIQGRkJQOvorstfpVIhNTUVzs7OmDFjBubNm4ePP/4YFhYWALR+gnX1zywuLoZUKoVIJELPnj3RqVMnAIBIJEKfPn3A4XAglUqRkZHBnrl48SLGjBmDFi1a4Mcff6xRh/4yPHnyBEKhEK6urhgxYgTTcUZHR8PX1xcAkJ2djZKSEgDA9etafXr37t1BRLh16xYyMjJga2uLpk2bGtSn14TMzEyIxWK4u7vD29ubXe/bty/TDz958gRyuRwnTpxAUlISAGDw4MEgImRnZ8PV1RXfffcdfvnlF0yePLlW/FlZWRCLxWjWrJmej/XAgQPh4uICAMzJ3sXFBV5eXmjatCmaNm0KDw8PxMTEYOPGjbC3t8eePXswfvz4WvELhUJwuVz07t2b8XO5XLz11luwt7cHALbBRGf/sLGxYXp4CwsLNGvWDIDWV/xFe0JNKCwshIWFBWxsbDBq1CimE+VyuczfurCwEMXFxbh79y4qKysBAP7+/kxPHR4ejjfffBMcDgfnzp1Dbm6uyfxdu3bFtGnTsHDhQoSHh7PrzZo1Y37+uj72559/AgDs7e0xZswYdr979+6s3rKyskzmrgte2Rg2evRoREdHQyQSwdraml2/cOEC61h2dnYAtI1t8eLFLM3XX3+Ns2fP1ok3T1HK/sdtOww3WycIhUJ2TSdc+Hw+unbtCgBYvXo1Fi1aBCsrKz0FeFxcHJ4/fw6Ul0Ok5kHKU+OxtAAytRJCnoXRd3BxccH+/fshk8lgY2PDPqxarcahQ4dY2UNCQuDn54fly5ezZ+Pj43H06FEkJibi6tWr6NixI6ZPn16rOvD09MShQ4egUChgb2/PGpBEIsHRo0dBRHBxcUFISAh7r6VLl0IikWDmzJlwdnZ+pd027777Lnr37q3XuQDg2LFjSEtLA6DtTE2aNIFcLsfNmzcBAPv378fmzZuRm5sLS0tLBAYGolu3bli1alWtjDIfffQRhg0bBi6XqydoDx48iCdPngAAunTpApFIhISEBBARuFwuDh48iHXr1iErK4tthBk/fjxGjRpVq/LPnTsXEyZMAI/Hg4+PDwCAiLB3714mNJydnQ0+e+PGDezatQsAMH78eERFRdWKGwA2bdqE8vJyuLi4MOGlVCrx008/obi4GMC/+t706dORmJiIM2fOYPTo0bCzs0NRURFiY2PRvn17rF69ulYbcrp27Yrz58+DiPQ2kigUCjaxadq0Kby8vJCRkQE+nw+lUgmlUgkiYlvbk5OT2XO18dft0aMHm6jJZDLs3bsXN27cwOnTpyEQCDBhwgTWJuRyOYgIDg4O1YytusnBkydPoFar62QMNgWvnKuTk1O1l4+NjcXUqVORm5sLR0dHjBgxwuCzr7KdM0+mbUhCngBd2nfSy/PXX3/FsmXLAAA+Pj7sg+hG76o4duwYpk+fzhqslaU9MlWFjKMmNzE+n48WLVroXZPL5di3bx/OnDkDABg3bhzeeOONas+eOHECS5cuZfkMGDAA0dHRJpcfAAQCAVq1aqV3TSaTYefOnbh8+TIAYOrUqWymGxMTg/Pnz+Ojjz7C4MGDUVZWViu+F+Hs7FxNkGRmZmLVqlWQSqXw9fXFvHnzwOPx8PTpU9YBHzx4gAEDBsDe3h5xcXG4ffs27t69iz59+mDAgAEm8zdp0gRNmjTRu/brr79i/vz5UCqV6NixI2bPng0A2oEUWg+RQ4cOwcfHB02aNMHdu3fx4MEDJCUlwdPTE927dzeZ393dvdqK4IcffsCyZctARIiMjMSgQYOqPVdeXo5PP/0UWVlZCAgIwKRJk+q066nq4AIAlZWVWLx4MdauXQsA6NevH2tTrVq1QuvWrZGWloaYmBi954KCgtCtW7dacdvY2CAgIEDvWkFBARYvXozjx48D0A5ylpaW8Pf3h0gkglKpxK5du9CiRQuIxWKsXbsWp0+fZhtCqI4bBCQSCRYvXszaV2BgIEaOHMkmXjoBLhAIqglSXb1XVFTU78YMU/QLL/M60OH+/fs0duxYZggaO3YsZWdnG02/cuXKOulopSrFv7wNjo9i6e7cucN0k1ZWVrRkyRLKy8sz+q6jRo1iuptZs2ZRdna2nidDhkSrd3qZ14EOJ0+eJC8vL6Y7WrlypUG9ExFRfn4+/fHHHzR37lym6xo0aJDBtC/zOtDh4MGD5OHhwQwh69evZ7rgnTt3koWFBb333nuUm5tLxcXF9PDhQ2rXrh3zfEhNTWV61qqoyetAh4KCAho0aBDTxfXs2ZPi4+PZ/eLiYjp//jydPn2a7t+/T0qlkoiIrly5wjwmwsLCDHpe1OR1oMOff/5J0dHRTA8+bNgwKikpYfdHjRrF2tpHH31EUqmUpFIpXbx4kdVZREQEFRcX6+Vbk462KmJjY6lr166s7Y8fP96oznn69OnMYBMXF/fSchnT0eqgUCjo559/pg4dOjBj6+7du0kqlRIRUWFhIUVHR7PvfOXKFcrJyaHY2Fhq3bo1ASA/Pz+6cuVKtbxr8jrQQSqV0u7du8nT05MAUFBQEJ04cUKv7c+fP58ZjYVCIVlZWZFQKGTPcDgcSktLq5a3MR1tVSiVSkpOTqaYmBhWTjs7O7p06RIREQ0dOpQAUOvWravJA53evk+fPtXq+N/KGEZEJJPJ6MiRI8yK16ZNG5o+fTrl5ubWmG9dBS0Rkf3xUUwgPi8tpq+//prc3d2Jy+VSYGAgrVy50mBelZWVtGvXLmratClxOBxq27Yt/eMf/yCJREJERG4nx7J8i+Xaay8TtJmZmbRkyRJydnYmPp9PYWFh1ayoJSUllJKSQqmpqdU64AcffMAMElXdwXR4maB98OABzZ07l+zt7cnCwoIiIyP1Oo1KpWIGCnd3d2rRogX5+PhQ8+bNmYWYx+NRs2bNWOOsipoEbXl5OR09epQZZpo0aUJLliyh0tJSo+9bFRUVFdSxY0cmBAyVvyZBm5+fT4cOHWJW7RYtWtDatWureVrojD5cLpdOnTqld0/nmujh4cE8VHR4maDNzs6mffv2Mbeptm3b0pYtW4wOsFKplLmXvfvuuwYHtqp4maDNzs6mhQsXMjex6Oho2rlzp14/3b9/PxNykydP1hMa3377LZts/OMf/6gmUF4maFNSUmjo0KHE5/PJycmJevXqRRcvXqyWTqlU0sGDB6lfv34UGhpKkZGR9M0339C0adOIw+GQlZWVQTcvY4K2oKCAkpOT6fHjx3r3cnJy2ORh2rRpREQ0cuRIAkCenp7Vvm9QUBABoFGjRtWrMeyVVQdKpRKzZ8/Gpk2bAGgVzIcPH9Yal+oR9hZilKi0CvbRS6ci9us9AIAFCxbgs88+M/iMXC7H9OnT8d133wHQGkUOHjzIdJuPK54xlYQ938qkrbilpaX48MMPcebMGTg6OmLfvn0YOnRotXS///47xo0bB2tra3zzzTd6aXT64rKyMhQWFppaBQC0y7XRo0fj5s2b8PDwwE8//WRw+a0zdkgkEj2VgU59o1arUVBQUGud7d69ezF58mQQEUaPHo2VK1caPPjnp59+QkJCAqytrTFhwgSWpri4GKWlWn27jY1NrQxiarUaI0eOxNmzZ8Hj8TBp0iQsXbq0mjoBADp27AgOhwONRoOioiJ2vaKigqkVHBwcasUvkUjw1ltv4datWxAIBJg9ezb++c9/MkOUIWRnZzN+3ZGjdUVCQgKGDRuGtLQ0CAQCLFmyBPPnz6+WLj8/n50X8OK7OTo6gsvlQq1Ws3owFVeuXMHw4cOZUfDo0aOIiIiolq6yshIpKSnw9fXFgQMHWHuvqKhA//79QURo27ZtrYzC3333HRYvXowOHTrg1KlTTBft7u4OLy8vJCUlITs7GwDg6uoKDoeD/Px8JCcnw9vbGxwOB+Xl5ZDJZABQTQX4uvHKgvbEiRPYsmULAK1lc8CAAbh27RrrsGq1Gh4eHggLC3tVKj284dwWu7LOAQBin8cD0DYiT09PxMbGsqMUiQitW7dG69atsW/fPmzfvh2AtlN369YNp0+fZml/16Sw/IPtfEx6j82bNzN9rIeHB+zt7fHbb78xfQ8RoVOnTszwVFBQgB07diAsLAxubm4oKirC/fv3AWgbSfPmzWtVD6tXr2ZGJm9vb4hEIj1+AGjfvj0+//xzzJo1i+mkuFwuSktLMWHCBNy/fx/Ozs74+eefERoaajL3kydPsG7dOrarKTo6Gvfu3cPt21qPDY1GAzs7O3Tr1g3Xr1/Hxo0bWZ3MnTsXlpaWiIuLw6NHjwAAkZGRtfKCSElJYWX38/NDdHQ04uPjWdvTaDRwcHBAVFQUunXrBg8PD2RnZ+PAgQPM82D79u24du0aAK3hTuctYAqSkpKQmJgIQGtN79q1K65cucIGL5VKhcDAQD09ekJCAsrLywHglU/j+vrrr5nRsUOHDggMDNT79iqVCl26dEFoaChsbW1RWlqK48ePY/r06XB0dEROTg527NjBhHD79u1N1hWXlZVh/vz5zFofHh6OkpISxk9EEAqFiIyMREFBAQYOHIhnz55h3bp1mDRpEjQaDXbu3ImrV68CAP72t7/VaoeWSqWCSqVCUlISDh8+jGHDhoHH4+GPP/5geXbs2BGA1nC3adMmqFQq7Nq1C2FhYbC1tcUvv/zC3r8uOxJrBVOmvTWpDj7//PNqPrEv/gYMGGAw3+XLl9dZdbDz8Zl/+dHu6k+w4Bnl//TTT4mIqE+fPjW/69dvsDxXPPiX87wx1cHDhw+ZH2pNv9WrVxMR0RdffMGWcFZWVuTg4KC3U2bmzJkGy29MdXDnzh1ycXF5Kb8h/0wirTpDt3RydXWlgoICg+mMqQ7++c9/vpS7RYsWlJ+fT4WFhfTmm28yfZydnR05ODgwnaavr69Rfbox1cFHH330Uv4OHTowveuiRYuY+sDOzo7s7e3Zsnnw4MEG1QM1qQ6q6n2N/ZYuXar3zPjx4wnQbhx4cfeSIRhTHahUKrbbrKbf9u3biehfG1s4HA5ZW1uTo6Mj02fzeDyaP3++wd1hxlQHhw8frrYj68Wfs7Mz3b17lzQaDfM35/F4ZG9vT3Z2duz5qVOnMtXdizCmOkhPT2ebTXTf087Ojm3AaNq0KduwoFaraeXKlayticVisrOzY5t6+vTpY7Dt/VupDjw8PNClSxdm4aMXrIdyudzoPn5vb29ERUVBrVbD1ta2VrwjmkZibvKPeKYoBewt0WJKL3glVncRUavVzKczKCgIEomE7f+vmvZZawuk+Grd04Q8AT5o/nIfX4VCgbZt28LX15ctAavmqasLnevTJ598AkdHR/z000+oqKiATCaDpaUlnJyc0KtXL3z00Ue1qgOFQoEOHTpAoVCAw+FUq3v6y43G2DmuXC4XnTt3hq2tLdzd3Zl7mqmwtrZGREQEm5m9WPcqlYqdX+zo6Ijt27dj1qxZePToEcrLy6FWq2FjYwMfHx9MnjzZ4JLfGFQqFRwcHNCtWzd2Zii9YLVWqVQICAhgqqHp06dDIBDgjz/+QGFhIVQqFdq0aQMHBwd8/vnntZrVyOVyuLq6Mn5D5ZdKpXorFJVKBWdnZ3Tt2hVOTk6vdL6uTCZDYGAg+Hy+0fJXVlaycwTee+89FBQU4MqVKygqKoJcLodYLIZIJMLAgQMxe/bsWrk2WVtbM68CHaqWX61Ww8nJCWKxGBwOBzt27MCaNWtw8+ZNlJaWgsvlwt/fH4GBgVi+fHmtzznx8/PD3r178dVXXyExMREVFRXszGxvb29MmTJFz7d4zpw5EAqFiImJQUVFBVQqFcRiMbp06YJ58+bVqu3VCaZIY1O9DuoLxs46WJv2q573gc5LoLbIkOTrGddm3Nmud99Ur4PaQC6XU2lpqdE95lVhqtdBfcEUr4PaoqKigsrKyl5qDCIyzeugrvwvm6mY6nVQXzDF66C2kEqlVFJSYnDL7YswxeugNlCr1VRSUmKysdQUrwONRkPl5eUmtyepVErl5eUvLdO/1c6wxsRkn37wt9GOWiWqSkRfWoD7kuxa5aE9NHwFM6y5CR0wt+WQ1/6uL0IgEMDW1rbG07X+m6HbNPIqxqDXwd8YUQMaG0KhEHZ2drVewbwOcLlc2NnZ1XoFWxM4HA6sra1Nbk9CoRDW1tYN+u3/owWtkGeBw2HzYM/XWoofSwvQ5fwniMm+aNLzcQV30SFult55tvs6zoKbpXGrsRlmmGFGbfEfLWgBwN/aE/s6/YMd3l2iqsTIm18j+s8FiMm+CJla311JplYiJvsiBl9bgejLC5k7FwDsDP4Yb7i0bdD3N8MMM/778R8fygbQhq650u1LDL6+Ao+lBQCAuMJ7iCu8BwDwFrnA28oVjyufsftVYc+3wuGw+WYha4YZZtQL/uNntDoE2/sgpedmLG41nM1uAcCtWAbvGynA+fMQpj2q9twMv4HI6K8ZL/AAACAASURBVP2tWciaYYYZ9Yb/ihmtDkKeBZa0GYHJvv0Qk3URP2SdRfDZC9i5QetAv7NHM3w4rSOCbb3xvlcPvO0e/tLYYmaYYYYZr4r/KkGrg5ulPWa0eFMb9ytzF4CxAIBRTaMwdtDuxn05M8ww438O/zWqA1Mg4P5XjitmmGHGvzn+YwRtY/o7crncRuVvbF9PDofzb/EOjcndWPyNXff/y/yvk9fkKZ4uLEpWVhb4fH6dD+mtLXS8lZWVyM/PR35+PjsExhSIi4qgOxOooqICxbUMWcHlcvHs2TMUFxcjLy/vlSIS1AV8Ph95eXkoLS3F8+fPIZVKG5Sfy+UiJycHcrkcTk5Or3RYe135JRIJsrOzQUT1ezjzC+BwOFAoFJBIJHj69CmkUmmD8ltYWCA/Px/l5eXIysqCpaVlg/U7QBuCvqioCGVlZcjJyXmlw7nryl9cXAyZTIb8/PwG7Xt8Ph/Z2dlQqVSvReCaLGi5XC6ePn2K77//Hjwer0EFrVKpRGZmJo4fP447d+6w04ZMQXBCAt7+639aWhqO7thRa36JRIJ79+6Bw+HUivt1QCfoUlNTsW3btgYX9BwOh50LcOXKlQYVNDr+Bw8eYP/+/bCxsWnQjg5ozyd4+PAh9uzZAysrqwbl5/F4yMjIwIMHD/DDDz80aL8DtMLm6tWrKCoqwvbt2xu87nk8Hq5fvw6BQACNRtOgfY/L5aKgoACVlZWvZ2Zryj5d3VkH/fr1a5SzDuRyOQ0dOtTgCfAvxc6dRAARQJoPPqgT//Pnz2nTpk11evZ1ICEhoVHPOsjIyKC7d+82Gv+kSZMoJyenUbhlMhm99957VFRU1Cj8V65coSlTpph0LkF9YNu2bTRnzpzXdtZBbbFmzRratm1bo/CnpaWRg4NDw591QA08oumgG80ai1+lUjX4TPZF/saEUqls8JlsVVADqwyqQndYeGPxq9VqqFSqRmv7Ov7GgkajaTR+3bm6rwP/McYwM8www4z/VJgFrRlmmGFGPeO1OpYqlUpUVmqPGxSLxfUWI90YFAoFKisrweVyYWVlVSO/SqVCRUUFgNf3rjKZDJWVlbCwsHjpMWyVlZWQy+UQCASwsrJ6LQp3qVQKqVQKgUAAa2vrV86vNtBoNCgvL4dGo4GNjU2Df3u5XI7KykrweLyXHn9IRKisrIRCoYCVldVrOapSKpVCJpOBz+c3+BF8gH57etkh2hKJhJVdd2D/q4CIIJVKIZfLYWlpWWPcNY1GA4lEwg7pbuh2QkSQSCRQq9UQi8UNdlTkayklESE2NhYbNmxATk4OAKBZs2aYOHEiBg4caPS5iooKrF69Gnl5eZg/fz6aNWtWJ361Wo1Nmzbh999/R15eHrhcLtq3b4+PP/4YIQbSHz9+HNu2bWPxgry8vDB58mT069ePncZfG2RkZOCHH37AxYsXkZubC7FYjJ49e2LUqFFo166dXtqsrCysWLECiYmJKCsrg7W1Nd58802MHz8erq512w6ckpKCn376CZcuXcKzZ89ga2uLfv36Yfjw4WjTpo3BZ4gIO3fuxK1bt8DlcuHg4IB58+bVKjghoBVwx44dw5EjR5CUlASNRoPAwEAMGjQIAwcO1Dt3VK1W44svvsCzZ8/06pn+igQxevToWseWq6ysxNGjR7F7925kZmZCJBIhICAA77zzDt5+++1q6UtLS7F7927s3r0bFRUVcHd3R2RkJKZMmVKnuFGlpaU4fPgw9uzZg5ycHIjFYgQGBmLEiBHo27cvAO2gvmHDBjx8+NCoYFGr1XB1dcWiRYtqxV9UVITvvvsOR48eRVlZGezs7BAUFIS5c+fCx0c/7l1eXh5iYmJw4MABlJSUwM3NDZ07d8bYsWPRsmXLWpcdADIzM7FixQokJSWhrKwMtra2GDRoEMaPH1+tPp88eYKVK1cy7xU/Pz+MGDECQ4cOfeWBSde2CgoKoFar0b17dwwbNkwv3/v372Pt2rWIj4+HTCZD8+bNMX/+fHTt2vWVuE2CqdY3YxEWMjIyaMKECWRjY0MAyMbGhsUisre3pylTphi0GBcVFdGGDRtY3J7axgzTITk5mcaMGcPCZtvZ2bHYQM7OznRwwADmdVA5YgRNnz6dnJycCABZWlqSlZUVASCRSETDhw+n1NTUahw1RVhISEigiIgIFgfK1dWVLCwsWByukydPsrT79++nkJAQAkB8Pl8vZlVwcDD9/PPPBjlqirBw7do1Cg4OZuVxdXVlcck8PT3pzz//NPjczz//zL6T7l1rGzNMqVTS4sWLWRmcnJzIzs6O5TlhwgS9CBJ5eXnk4eFhNMbUjh07DPIbi7BQXl5OQ4YMYfzOzs6sHVpbW9O6dev0rPWxsbHUpUsXAkACgYBcXFz0YoYZCnddU4SFgoIC6t27N4uD5uLiwmLAOTo6slhtcrmchcCu6efn51fNul1ThIUjR45QeHg4i8Xl6OjI+lPbtm1pz549LO2NGzcoMDCQtVM3NzfWZzp27EhnzpwxWPfGIixoNBravXs3a3svtueQkBA6cuQIaTQaUqlUtGbNGhYSXigU6n2nzz77jEpKSgzymxJhgYho3759eu15/Pjx7BmNRkMxMTHsXQUCAVlbWxMAatKkCc2bN4/y86tHZ3mdERZeWdBu3ryZBUibNm0apaSk0OXLl5nwAUBr164lIm0wwB9++IHmzp1LQUFBrFG8iqD98MMP2YeeN28epaenU1xcHHXs2JEA0BSxmAnaO38FcwNAvXv3pitXrtCdO3do3LhxrIEYCmRoTNAqlUp655132MdbuXIl5ebm0q+//so+5DvvvENE2gFJF8jRx8eHfv75Z8rIyKCvv/6adc5+/foZLL8xQSuTyVjASbFYTJs3b6a8vDzau3cvE7bvv/9+tUYil8tp4MCBrN4AkLu7u9FwLcYEbVxcHHv3bt260f379+nhw4d6wiw2Npalv3z5MllZWZGbmxtNnTqVZs6cSTNmzKBp06bR9OnTjbYBY4L2yJEjbFBbsGAB5ebm0okTJ8jd3Z0N+lXbzMiRI1n9nz59mrKysmju3LmsHX7yyScG68qYoN21axdrN6tXr6a8vDw6cOAAG8hdXFyYW9zatWtpypQpNH36dPb75JNPaMyYMWywj4qKqpWg1Qn5pk2bUkxMDD1+/Jg2bNhAtra2BIC8vLzY4DFlyhQ2GMbGxlJOTg7FxMRQ8+bNCQB16tSJCgsLq3EYE7T3798nV1dXAkAtW7ako0eP0qNHj2jFihUkFApZ0EONRkMFBQXk4OBAAKhnz56s37377rus/tauXWtQmJkiaK9du0YeHh7E4/HYt5w4cSJ7Jj4+npo0aUKANljo8ePH6e7duzR69GjGv3Pnzmoc/1aCdu3atcThcPSijRJpo2TqIlJOmTKFvbifnx8JhUKytrZmH6SugrakpIQiIyNJIBDQgAEDqKKigt3bunUrAaCPrKyYoD3VtCkBoGbNmtGDBw9Y2tLSUiYE58yZU43fmKDNycmhjh07kqWlJY0YMYJ1BplMRv7+/gSAgoKCSKlU0rlz58jJyYlsbGxo69atLA+5XE59+/YlANS3b1+D5TcmaDMyMiggIIAsLS1p4sSJ7Ns8f/6cPD09CQB17txZr5OWl5fTiBEjyM7OjjZv3sxG+boI2vXr15OVlRU1adJEb0a0bNky9l2rlnX9+vXVOoEpMCZolyxZQiKRiJo2bUoJCQns+qxZsxj/vn37iEg7KOhm20uWLGFp5XI53b9/n27dukWPHj2qxlGToJ0xYwYJhULy8/Oj9PR0dn3cuHFs5njixAmj5bp8+TJ16NCBANAHH3xgcOVXk6Dt378/AaBZs2ax+lSpVDRkyBA2+F69epWIiHr06EEAaOjQoXp1/80337AVTXJycjUOY4L25MmTLJrtjz/+yK5LpVIW8bZXr16k0Wjo999/ZwP6b7/9xvKSSqU0aNAgNvgZikT7MkH78OFD8vb2JrFYTP/85z+ZTKnaxmbPnk0cDocsLCzo8OHD7Prz58/J19eXANCiRYvqVdC+so52+PDhiIiIgLW1Nezs7CCTyVBRUYH4+HgW5bRLly4AtHrbQ4cOQaVSQSAQYPv27Vi/fn2ducViMbZs2QKZTAZHR0eIRCJUVFRAIpEgOTmZpcFfBromTZrg7U6d4O/vzyJkAtodKHXRETk4OGDXrl1QKBRwcXGBhYUFJBIJ2zILaOPd8/l8dOjQAadOnQKHw4GPjw8zHj169AhPnz4FgFrraJs0aYJ9+/ZBqVTCzc2N7WJ78uQJysrKAAARERF6Cv9vv/0WMTExmDhxIt599118//33tS63DkOHDmX5+/n5QSaTQaVSIS0tjb1fcHAwS5+QkAAAsLW1xfr163H58mW4uLigf//+CA4O1vsmpmDs2LEYOHAgBAIBfH19IZPJUFJSgpSUFACAv78/2rbVnjN86dIlVifNmzfHxYsXkZycDBsbGwQGBqJt27Ysmq8pICJMmzYN7777LoRCITw8PCCTyZCXl4fU1FQAQNu2bdGqVSujeaxZswbx8fEICwvDqlWr4OzsXCv+tWvXYunSpfDw8GAGvkePHiEjIwMAEBwczKLwhoSE4OzZs0hNTUV6ejrEYjGkUinOnz8PQNtOPT09TeYPDw/HmTNnwOVy4ePjA7VaDYlEgtTUVGan0UX5LS4uZn7olpaWrK8JhUJ4eXmBw+HgyZMnkEgktY5Ge+bMGWRmZmLixIno0KGDQX/37GxtHEEnJye0a9eO8eui9AJa/XG9whRpbGoU3Ly8POrfvz9bJrRt25Zu3LhhNP3q1atfWXVQFY8fP6aIiAim/wkPD6fsL76ocWeYXC6nTz/9lC0hdu/ebbBcpkTBvXnzJrVu3ZqpDbp3707Z2dkG0/7www/k7e3NljszZ840GhHX1Ci4p0+fphYtWrClaP/+/fWWg7m5ueTl5UXNmjWj+/fvU1lZGZtR1WVGWxXl5eXUs2dPavrXqkEkErHZJBFRYWEhBQQEsO/N5XJZneOvVUZubq7BvE2JgnvmzBkKDQ1ly1lfX1+9GdJ7773HeF1cXKrpR0eMGEHl5eXV8jU1Cu7Ro0cpODiYHB0dCdDq3GuK9KpbCXK5XL16ehGmRsHds2cP+fv7s5njRx99pLfCKywspMGDB7PyWlpasmX2e++9ZzR6rKlRcLdu3UpeXl7E5XKJx+PR/Pnz2Ttfu3aNtcldu3axvO7evUt+fn5Mx23IPlLTjHbfvn3E4/Fo3LhxpNFo6MiRI2wVXXVGO3ToUAJArVu3rjZrbt++PVtNvrj77t82Ci6Xy4WNjQ0bmYuLi3HkyBHcu3fPYPrXvduKy+XC1taW8T979ozNogwhKSkJY8eOxcqVK+Hs7IypU6eiR48edebn8/lwcHBg/Dk5Obh8+bLBtJaWlnBycoKdnR00Gg2SkpJw6tSpOnMD2si6Dg4OcHTUHqPz5MkTXLlyBQCQn5+PmTNngs/nY+vWrWjdujUAsKihr2r15XA4sLGxgYuLCywtLaFUKnHhwgXk5uYCAMrLy9GyZUtERERg5MiR2L9/P2JjYzFx4kT2rhs3bqzzDiwLCwvY2trCzs4OgNYb4MCBAygo0IYu0u0u0mg0EIvF+Pzzz7Fu3Tq89dZb4HK5iImJwbp16+pcfoFAAHt7e9jY2AAACgoKcODAARQXF1dLe/HiRXz11VcgIkyYMAGDBw+uM68OlpaWcHBwYOVPSUnBwYMHIZFIAACnT59GfHw8eDwe/va3v2HkyJHM2p6YmIjdu3cz18y6QCgUwsXFBba2tiAixMfHs/bcunVr5lG0bNkyLFu2DKtWrcLo0aPx8OHDOvFdu3YNc+bMgZ+fH7744gtwOBzw+XzWjqt6d5AJu7vqfeepKdLY1BmtDoWFhbRs2TI2uo4ZM8ZgupUrV77WGS2R1kCVn59PH3/8sdb6yOdXm9GWlZXRqlWrmNHE1taWTp8+bTRPU2e0REQKhYLS09PZSO3s7Gx0Vi+TyejmzZtMT9qhQweDsypTZ7RE2vInJiaSm5sbAVrPg/v379Ps2bMJAI0ePZoOHTpEe/fupW3btpG3tzcBIAcHB9qyZQs9e/asWp6mzGiJiNRqNcnlclb3gNbzQKPRkEajIYVCQQqFQm928PTpU1ZXvr6+lJmZWS1fU2a0RFrr8tOnT5mOElV07mPGjGHXqp5bUVRURJ06dSJAa/V/cQVi6oxWx5+ens50pwBo27Zt1epIZ8Rq3bq10RWPDqbOaIm0+tnbt29TVFQU4z9+/DilpaWx9hAWFkZSqZSIiCQSCTMQ4i+D0IswdUZLpG3PV65coaCgIAK0ngeVlZVEpNWR61ZPul/r1q2pT58+bGaflpZWLU9jM9o5c+awVdvBgwcpJiaGZsyYwWa0b7zxBp06dYqIiIYNG8YMYS+umnQz2gEDBtTrjPaVdbSnT5/G2bNn0axZM0yaNAkcDgeOjo6YN28e4uLicPbsWRQWFr4qjUEUFxdj8+bNUCgU6NixI95++23w+Xy4urrirbfewsaNG6vtk7527Rp7N0dHR2zbtg1du3ZFQEBArfkzMjLw448/QqPRoHPnzujfvz/TV06cOBFz587F8+fPcfHiRVhaWiImJgYikQjDhw9Hy5YtYWlpiZCQEERGRiIhIQEPHz7EvXv3EB4ebhJ/SkoK9u/fDyJCdHQ03njjDfD5fLRr1w4ffPABvvzyS2RnZzM9FgDs2bMHe/bsMViXf//73+Hr64s+ffq8lFuj0WD//v24d+8e7O3t8d5778HV1RUCgQDz5s3DyZMnkZaWhjNnziAnJwf29vaQSqXg8Xiws7NjM4+qs7DKykrIZDKTyq5UKvHTTz/h4cOHcHZ2xgcffAB7e3t4enriyy+/xNWrV5GdnY3Y2FgsXryY+Yny+XwEBQWxfBwcHODt7Y2bN29CoVCYfDqaTCbDrl278PTpU7i5uWHs2LEQi8Xw8/PDl19+ievXr6OwsBB5eXl6z5WXlyMpKQmAVses02PWFhKJBLt27UJOTg66d++Ovn37gsfjoUOHDli+fDn69esHiUSCoqIiXLhwAfn5+QCAv/3tb2yTglgsxrBhw3Dw4EGoVCpcuHAB77//vkmrm4SEBBw4cABisRgjR46Er68vLC0t0blzZ/Ts2RN37txBRkYGUlNT0b59e3Tv3h2xsbFISkpCZWUlBAIB2rRpg88++wwA4O7uXisf7oqKCnA4HJw4cQInTpyodj8uLg5SqRS9evViG4IKCwuRn58PNzc3APrnKHh7e9fr5olXzvnixYtYsWIFmjdvjv79+zPlu+4MVwB12gRgCiorK7Fx40Y8e/YMoaGh6Ny5M6tE3a6vqigrK8O4ceOYKmPy5MkYN24cFAoFysrKQEQQCoUQiUQm8RcWFmLNmjUoLy9HdHQ0OnfuDAcHBxARU8ADgKOjIx48eIDly5eza/Pnz2f1oluyvWxXzYt49uwZvvrqK0ilUiQlJSEkJAQ2NjZQKpVsyc7j8WBra4vIyEioVCrWmHRnrcbFxaGkpARCoRB9+vQx2SDC5XJx+vRpfP/99xAIBGjevDn+7//+DwCQm5uL8vJyANrOLBKJ8NlnnyEmJgZ2dnb4+uuv0bNnTwDAvXv38PjxYwCAj48PXFxcTOY/duwYDh8+DJFIhE6dOqFbt24AgKdPn+rtULSwsEBYWBgsLS0hl8tx8eJFREVFAQCSk5MRHx/P+HVqF1Nw8OBBnD17FnZ2doiKimKbU548ecIGjBeF1oMHD9hyviZD2ctARNi+fTsSExORk5OD3r17g8vlQqPR4MmTJ2zA0E18uFwu1Go1UlNToVQqYWFhAY1Gg/T0dKbC06k9TMG9e/fw5ZdfgoggEokwY8YMpobSlU8oFEIsFqO4uBirVq1CZWUlJk6cyCY1Dx48wJkzZ0BE6Ny5c62MgSEhIRg0aBAz9OqOcb18+TKICF5eXujVqxc4HA5atGgBQDuZuHDhAjOIpaWloaSkBABqZQisE0yZ9takOti7dy9bCnh4eNCwYcNo2LBhbKmCv1wnDGHFihWvrDpYtGgRy8PLy4vGjBlDQ4YMIWdnZwJAk4VCpjo45+Ojt3SxtrYmGxsbsra2Jmtra+LxeDR37txqHMZUBxqNhqZPn87yCwgIoClTptDAgQOZf2dUVBSVlJRQQUEBhYWFMbef0NBQmjBhAnXt2pU5jvfo0cNg+Y2pDlQqFfMjxl8GmKlTp1Lv3r2Zoalfv35UVlbG3lf3I9KqeHSO9E2aNDGoNiAyrjpITExkxi8bGxt69913acKECWxTAp/PZ5sQTp06xfw77ezsaPjw4fThhx+Sz1/fRCQSGXWaN6Y6uHDhAjOytGrVisaPH0+DBw9mvr0ikYgOHDjA0uuMIjY2NvR///d/9OGHHzKfVwcHBzp79mw1jppUB8eOHWMGpcDAQJo0aRINGDCAuRjZ2dnRuXPn9J5ZvHgx+15//PGHwfJWRU2qA115+Hw+derUicaNG0fdunVjG3ZcXFwoISGBVCoV8/fm8XjUo0cPmjp1KoWGhrKltr+/v0FjlDHVQXZ2Nlt2W1paUpcuXWj8+PEUHh7O2n7Pnj1Jo9FQYWEhq2c3NzcaPXo0jRgxgl3z9fU1egynMdVB1basu/fzzz+z71F1w0Jubi517tyZAK1vd48ePWjEiBHMt1YkEhlUHf5b+dFKJBJatGgRtW/fXs+KjL+8DmbMmGG0A2/bto2aN29OXl5elJiYaJS/JkFbVFREc+bMIS8vLz1+kUhE4eHh9MubbzJBe97Pjzw9PcnPz4/8/PzI19eXfHx82M/d3d2gQKtJR5ufn09jx45l1m7dz8nJicLCwvQ+4NWrV2nAgAHMK0H3c3Nzo969e9OhQ4cMctSko83KyqJhw4axRqv7ubq6UteuXZkfpSGUlJTQW2+9RZ6entSlSxejZ67WpKPdu3cvtWnThnVu3UDi5+dH8+fPZ3ovjUZDO3bsoKCgIKa713XS9u3b07Rp00ipVBrkMCZoVSoVTZ48mfz9/Vnn1vEHBATQxo0b9azpv/32G/Xq1Yvp5nVCqkWLFgY3qhDVLGjLy8tpzJgx1KpVKyawdJ25Xbt21XSeGo2GZsyYQR4eHhQUFGSS3rsmQXv9+nUaMmQI85mu2va7d+9OMTExLO2lS5coKiqq2s48Ozs76tmzJ50/f94gf0062gsXLlD//v3ZwFZ1wtW3b186duwYE4Rr1qyhrl276vnO83g86tChA/3+++9GBZmpO8OItIN5q1atyN3dnRYsWKD3zM2bN6u9K4/Ho9DQUNq2bZtBr4vXKWg5RC83taWnpyM8PByhoaH47bffDKoCysrKcObMGWRkZDBf0aioqBqXYhKJBOXl5SAi5odqCDKZDKNGjcKcOXOYT+6LyMzMxI0bN/DkyRNwOBwEBQVpdZY//QSM1UbBlY0ciaLVq43qoIgI1tbWevvzAa3Ffv/+/Zg2bZrB5zQaDR49eoTr168jKysLYrEY3bp1Q1BQULW6UqlUiI+PR1JSEoqKimBnZ4fIyEijZxIAwK1bt/D7779j4cKFBu+r1WqkpaXhxo0byMnJga2tLbp3747WrVvXqLbRaDQoKiqCQqEAj8eDi4sLW/5VRVpaGmQymZ5usypKSkoQHx+P+Ph4qFQqBAQEGF0KFhUV4fbt20hJSYFMJkNAQACio6NrVJlMmjQJixYtMrq8Ky4uxpkzZ/Dw4UOIxWIEBAQgODjYaNtLTk7G6dOnIZfL0bZtW4SFhRk950ChUGDcuHFYt26d0TTPnz/HqVOnkJWVxfxyg4ODme5ZB41Gg8LCQiiVSvB4PDg5Ob1UL3jp0iXs3r0bGzZsMOrnm5aWhvPnz6OoqAj29vZo27YtQkNDq/UnIkJaWhrOnTvHzjpo37492rRpY/RgnS1btiAtLQ1r1qwx2G9UKhVu3bqFpKQklJSUwMHBAZGRkcyrpSrUajVOnTqFxMRE8Hg8tGvXDmFhYXBwcDBa/tWrV8PKygp///vfX6o7lslkKC4uZgfWvFj/MpmMtVOZTAY/Pz/07t3baNtLTU1FeHg4tm7dWu3chNritWl/bW1ta+2mYm1t/dpOmWrevDnTDxuDpaVlnY0PNYHL5aJFixZMF1QT+Hw+QkNDERoa+tr4eTwe/P394e/vX6vnuFxurfRixmBvb4/o6GhER0e/NK2joyN69eqFXr16vTKvDg4ODhg6dKjJ6QMCAupk/DQGZ2dnjBo16qXpuFyuyTro2qBly5YmHQrD4XDQqlWrV9INvwg+n4/w8HCTDLg8Hg/9+/dH//79Xxt/VQiFQri7u9d4v0uXLkYna/UJ83m0Zphhhhn1DLOgNcMMM8yoZ5gFrRlmmGFGPcMsaM0wwwwz6hlmQWuGGWaYUc8wC1ozzDDDjHqGWdCaYYYZZtQzzILWDDPMMKOeUStBa2jXUEOAx+PpnTXZ0ODz+fV2MI6p/I0JCwuLRvv2gLbdNRY/ETUqf2O3fS6X26jtT1f+xgCXy31t9W5yCbhcLnJycnD06FHweLz6PSS3CnSnTGVlZeH8+fNsC6OpaHb7Njr+9f/JkyeIP3Kk1vwlJSVISEjA8ePHqx27WN/g8XhITU1FSkoKTpw4Ablc3qD8XC4X2dnZUCqVePTo0Ws/rP1l4HA4ePToEU6ePAknJ6c6HwxeVyiVSmRmZuK3336Dra1tg/Lz+XzcuXMH6enpOHr0KCwsLBqs3wHaATY+Ph65ubk4duwYSHs2SoPyJyUlQSAQwN3dvUHbHo/HQ1ZWFiorK1+LsK3VUCEQCODs7Aw+n9+gglYul7MT7F1cXGolaKse/aY7Bb62/DweD9bW1nB1da0V9+sAj8dDQUEBxGIxXF1dTT6v9XWBy+VCKpWyuGiNIWiFQiEcHR3h4uLSoIJO1/Z0/A4OzKXVEwAAHtpJREFUDg0uaB0cHFi7bWhBKxAIYG1tDSsrK7i4uDS4oBUIBBCLxRAKhXB1dW3QSQ6Px4NEInltKxmTBa1Go4GTkxMiIiIafBmtUCjg6uqK9u3bIywsrHYP/xUoENAGP2wSEVFr/ufPn+Px48e1535NEAqFyM7ORkhISKPwu7m5obKyEoGBgY3C7+7ujrCwsBr3sdcXdG2vS5cuNR5+Ul/QaDS4c+cOunTpUqvgka8Lt2/fBofDQefOnRtFfXHx4kWIxWKEhYU1OL+zszMsLS1fy+BSK3HdkKNZVWg0mvqP6VMD1Gp1gy9ZX+RvTKhUqkYtPxH9z/Lr2n5j4X+Z/3V+c7PXgRlmmGFGPcMsaM0wwwwz6hmN6zfUiKisrIREImGHfesCuDUEVCoVysrKoFAoIBAIYGtr2+guXP9LUKvVKC0thUKhgJWVFWxsbBrNfaqhQUQoLi6GXC5nZW9I1zW5XM7i89na2rJAkQ0FlUqFkpISqNVq2NjY1CpG36vgtffuvLw8LFiwACUlJdBoNBgyZAhGjx5tMG1RURFmzZqF0tJSrF69Gn5+fq/Mf+jQIezZswc8Hg8qlQoLvbzQocr927dvY+fOnYiPj8fTp08BaAOzBQcH480330S/fv3qzK1UKvHNN9/gzz//BJfLhVKpxIIFC9Cxo9bBrLKyEjt27MCpU6fw6NEjlJaWwtbWFu3atUPXrl3xwQcfVIvuUBvIZDJs2LAB169fZ+X/8ssvDR4KnZGRgTVr1rDoqM7Ozvjqq69qFaDvRdy5cwfr1q1jg8g777yD999/X+/9Zs+ejby8PD2DKhGBw+FgypQpLGhiXXD9+nVs3rwZFRUVsLS0xJw5cxAcHMzuSyQS7Nu3DxcuXMCNGzdQXl4Od3d3+Pn5YezYsa/07QHg/Pnz+PbbbyGXyyESibBw4UK0atUKarUaixcvRkpKitEBVaVSwdPTE+vXr6+z0D9+/Dh27twJLpcLa2trLFu2DF5eXgC0UTC+//57JCQk4MaNGyzCQsuWLdGrVy+MGzfulY3cixYtwr1798DlcmFvb4/ly5czL5+8vDzs3LkTFy9exIMHD6BWq9G8eXOEhIRg5syZ7D1rg7S0NHz++eeorKzUGyyICHw+H6tXr2YH/ev6XmxsLFJTUyGXy+Hp6YmIiAiMGzeu1ofm1xqmxLupKWbYi5g9e7Ze/KBZs2YZTJeVlcVis+MVgjNWhVqtprfeekuP/9iQISxmWNnQoSwYIQBydHTUCyLp4OBAV65cqZZvTTHDqiIhIUEvJhIAOnLkCLu/cOFCdt3Kyoq8vb31Yl0ZiwtWU8ywqoiLi9OLxwXAaJ2tXLlSL8aai4sLFRQUGExbU8wwHZRKJQ0cOFCPe8aMGXqxljIzM1lAPEM/XSDHF2EsZlhVFBQUUEREhF48qOPHj+ul2bhxIyuzvb09tWjRgtVXkyZNDMZXqylmWFU8ffqUBSsEQEKhkP7880+WR9V7xn5+fn7VYlPVFDOsKtLT06lVq1YsLxsbG71vduDAAVZ2W1tb8vf3Z/GzBAIBbd++3WC+NcUMq4qkpCRycXHRi5n38OFDItK2jaFDhzJ+Jycnvdhlffv2NRpXsKaYYXv27KkWp1D3s7CwoOTkZJZ2wYIFLK2dnZ0ef2hoKGVmZlbL/3XGDHttawaVSoUZM2Zgw4YNCAsLYyN31RH80aNH6Nq1K3x9fdG+fXusWrXqddFDJpNhwoQJOHfuHMLDw9kIV3Wku3v3LpKSkmBhYYFt27bh3r17SEhIQGxsLOzt7Vk44rqgoqICS5cuBY/H0wtTo5slXLt2DevWrQMAvP/++0hOTsbNmzdx48YNNuu6dOlSnbgB7erg888/h7W1NZtBA9XDXQPAlStXsHHjRvj7+6NZs2YA8Mq7j44dO4YTJ06gY8eORn2Vk5KS8OzZM0RERCA5ORlpaWlsM8bdu3fxzjvv1Jl//vz5uHTpEpvBcDgcvW9fXFyMH374AUSE3r17IzU1Fbdv38alS5cwduxYhIaGIjExsc78U6dORWJiIlxdXavxW1hY4NChQ7hz5w7u3r2Lu3fv4t69e7h//z6mT5/+/+2de1xUdfrHP2cuMAzoYKMDCAIiaMxgsu4qSOog2stW8Zav1s3WTLPX2oqXWo0VvFDZoq6Xdt2XmmtKFmq9pAgtsVTKFEVDyASBGSAhuSmXgYkZ5vb8/qA5y2WA4er+7Lz/8oVnzud8v+d7nvOc7/N8ny+A5v5fs2ZNj+5BXl4e5s2bh4qKCnY7pZar2cxmMxITE9ltvbOzs5Geno47d+5g5cqVMBgMeOutt1BYWNijtt+4cQPz58+HVCqFr68vgOZxb9UvKChAamoqiAj/+Mc/kJOTg6ysLKSmpsLT0xPnzp3D2rVru70Y5+rVqyAixMTEoKioCAUFBSgoKEBubi6ys7Ph5+cHAEhMTMSOHTtARIiKisLt27eRnZ2N5ORkuLq64saNG0hOTu7XrKY+M7Tff/899u/fD3d3d8yfP7/T1Ag+nw83Nze4ubn1lTzee+89HDlyBIsWLcKiRYts6hsMBgwaNAgTJ07EggUL4O7uDjc3N0RERMDV1RUAUF5e3m1to9GIPXv24MyZM9i4caPNPZEMBgN8fX0hl8vxzDPPwMfHB1KpFIGBgb3uB51Oh/j4eFy6dAlxcXGdfn6XlJRg/fr1ICLs3LmzT3JTb9++jZiYGMjlcrz11lsdTn98//33ICL87ne/g7u7O/uJ5+XlBYVCwd6D7vLdd98hNTUVU6dOxbJfNuJsy7fffousrCwAwOzZsyGVSqHVajFq1Ci8++67OH36NF5++eUe6V+6dAnffvstZs2aZXPvMoZh4Ofnh6CgICgUCigUCsjlchQWFuLDDz+EQCBATEwMVq1a1SP9U6dOIScnBxERETan34gIBoMBADBixAj4+vpiyJAhGDFiBJsbbTQae5TO9PPPPyM6OhpFRUXYtGmTzSmAvLw8NDY2AgCCg4Mhk8kgk8kwc+ZMREREgGEYnD9/Hvfv37dbV6fT4datW2AYBmFhYew8u0AgYJ8z64aTly9fhslkgpOTExYtWgQvLy8MGzYMv//979nxX1ZW1u22d4c+MbRarRaxsbFwdHREYmIivL29bd40Pz8/pKenQ6VSITc3F+vXr+8LeTx48ADx8fGQSqVYt25dh4ndEydOxK1bt3Dq1KlWO5pWVFRAp9MBQI82zzt69Ci2bNmCsLAwxMbG2nwzTpkyBbdu3UJOTg7mzp2LpqYmlJaWIj4+Hl9//TUEAgEiIiK6rQ0Ae/bswa5duxAZGYm1a9d2+sBERUUhPT0d69evx1NPPcU+gD2ltLQUCxYsQHFxMU6dOoVx48bZPKfZbEZGRgaA5rlU6yaBAQEBCAsLw7Fjx3qkb+1PmUyG06dPY/To0Ta9wrS0NJjNZggEAmg0GoSEhCAwMBDBwcGYN28e8vPze+RNXrt2DQsWLIBCoUBycjK8vLzs+l19fT02bdqE6upqPP/884iLi+vRHOmXX36J+Ph4zJkzB4cOHbK5ekogEOCFF14AwzD4/PPPsX//fly6dAnbtm1DbGwsHBwc8Prrr9u1wWNbTp8+jbS0NCxZsgQzZsyw6ZV2tqLL6vVWV1d3a9VjcXExcnNz4ezsjB07dsDb2xsBAQHw8/PDnDlzcOPGDfbYmpoaEBFkMhnrcQPNK8+sOwWr1ep+zZXudTCsoaEBsbGxSE9Px969ezF58mSo1Wq7ftsXDauursbrr78Ok8mEffv2QaFQ4KuvvrJ5rEgkatXRFosFaWlpOHToECorKyGRSBAWFtYt/YqKCpw4cQIymYx9cdjzCXLs2DFER0ejtrYWABAREYE//elP3dIGmj3UpKQk+Pj4sB5RR/oXLlzA1atXMWvWLDz77LN9UjchKSkJarUaK1asQEBAAEpLS20eV1ZWhpycHADNAcmnn34arq6uuHr1Kn744QesXbsW/v7+3ep/i8WC6OholJeXY+/evRg8eHCHye01NTUAmg3+O++8Aw8PDwQFBeH69ev46aef0NjYiH379nW4pbotGhsbsWHDBtTU1CAmJgZCodCu5PrGxkZs3LgRWVlZ8Pb2xrJly3ps5NeuXQs/Pz/s3r0bEomkQ/1x48YhICAABQUFiIqKgkAgYBcBTZ48GYsWLeq2flpaGmJjYzFz5kxs27YNzs7ONp9phUIBsVgMrVaLlJQUDB8+HI6Ojjh79izOnTvHjtfufLrn5eWhtrYWZrMZarUa8+fPR1NTEy5duoQLFy5g8eLFOH/+PHx8fNhrEolE7bZgt/a7VquF2Wzut1WvvfZoP/nkE+zbtw8TJkzAihUrAKBVY9o2rC8hImzbtg1Hjx7F9u3b8dxzz7XT7Cxt6rPPPkNkZCQ+/vhj+Pn54fjx4wgPD7db32g04m9/+xsyMjJw5MgRREZGAoBdSyU9PDwQGhrKzpFevHgRO3bssFsbaP58evXVV1FUVIQPPviA9Yht9Xlubi6WL1+OgIAAHDt2DJ6enmwdB8D2XG5XXLlyBXFxcZg3b16raLmtdCGtVotJkyZh7ty5+Oc//4lPPvkECQkJ2LlzJ1u45+9//3u3jH9qairOnj2LJUuWtJvfbTtHa61RQUQIDg7GtWvXcOHCBcTFxUEgEOCbb77BG2+80a1aFsnJybh8+TKioqLw1FNPtdPvqE9PnDiBAwcOAABiY2OhVCrt1mzJ22+/jby8PPYlZ7FYWt3Plvrvv/8+CgoKIBQKERUVhXfffReLFy8Gn8/H5cuXsXr1atTV1dmtXVRUhJdeegkNDQ1ISEiAt7c3iIjVbzlHPGrUKAQGBgIA9u3bh7CwMISGhmL16tWoqqrqUdudnJwQGRmJP/7xj0hKSsLx48eRlJSE9957DxKJBGq1GikpKQBaG/CO7km/rz6zJ2LWWdZBVFQUAaDhw4dTeHg4hYeH05gxY9iInru7O7366qtkNpvbnXfHjh29yjooLi5mI6cTJ06k8PBwUiqV5O/vz5731SFD2KwDy4svEhHRZ599RmFhYeTs7EwSiYRee+01Kioq6lC/o6yDlJQU4vP5JBaLacqUKaRUKkmpVJKPjw+rHxAQQHv37rV5XrPZTBUVFbRgwQICQL6+vjavo6OsA2vUdfDgway2UqkkT09PVl+hUNB//vMfeumllwgA+fj40PTp02nq1Kn05JNPkouLCxt5Dg0NpczMzHY6trIO9Ho9zZo1iwDQ6NGjKSIigpRKJYWEhJCjoyM7JmbPns1Gn21RW1tLY8eOZY9XqVTtjrGVdVBfX89mGcjlcoqIiKDw8HA28s4wDCkUClqwYAHdv3+f/vKXv7DZCC0zQfR6Pc2ePZsAkJeXFxUXF7fS6SjroKqqis1geeKJJ2jatGk0bdo08vX1ZXXGjBlDCQkJrX5nMBjY9s6bN4+0Wm2HfUPUcdZBaWkpjRw5kgBQcHAwhYeH0+TJk8nV1ZUAkEAgILlcTqmpqfTVV1+xz8nSpUvZCLrFYqH4+Hg2Gr9ly5Z2+h1lHRw9epQYhiGxWEzTpk0jpVJJYWFhNGjQIDbqHxISQjdu3CCi5qyMxMREmjp1KkmlUgoKCqIDBw7Q0qVLiWEYcnBwsDlOOss66AjruFy4cCERET333HMEgEaMGEElJSWtjrXew4ULF7azbX2ZddDrqQMigoODAzQaDdLT0wG0nhKoqKhATk5Ov0T0LBYLhEIhBg0axAZagNZvJ+unuZWUlBSsWbMGd+/ehb+/PxISEvBkDwrNAM0epUgkAsMw7PxjW32VSoXS0lJkZGTg8OHDEIlEWLZsGcaPHw8ejwc3Nzd2Xq+qqgr37t3DyJEj7dZ3cnKCxWLBtWvX2Pa3nBPLyclBcXExjEYjHB0d8eDBAzbgR0TssQaDATdv3kR9fb1d2iaTiQ0w/PTTT/jxxx/bnbOsrAxGoxE6nQ73799HdXU1+Hw+vL292UBFy5qf3fGqjUYjiAhOTk4oLi5mp6usY4+IkJubC41GA4vFAn9/f9bLbRmsEwgE7BdIy0i5PfoAIBaLoVKpkJeXB+C/995sNiM/Px8lJSWtfqfRaFBRUQEAmDVrFpydne1uc0usFe3EYjHy8vLYdluvy2QyITc3F1VVVdBqtWwwytoPQHN/KxQKCAQCtgwm/ZLT3BXWvuLz+a2yZaz6RqMRWVlZrJfs4uKCOXPmYPbs2airq4OrqyskEgnS0tJARPD29oaLi4vd7X/w4AHu378PsVgMb2/vVtfc9svKxcUFDMOgtrYWpaWlbMBOr9ez8QRfX9/+XbhhjzXuzKMtLy+nO3fuUF5eHuXl5VFRURFt376d9ahWrFhBFRUVNs/bW4/WYDBQfn4+q52Xl0eFhYUUExPDnvfk00+zHm3+k08Sn89n8wzffPNN+vTTT+nkyZN08uRJSkxMpJs3b7bT78ij1Wg0rbSt+lbvCQAdOHCA9Ho9nT17ltWOiIhgPaeysjJSKpWs91tWVtZOpyOPtq6urpV2fn4+qdVqWrJkyX/bf/IkaTQaKisra3WfCgoK6MaNGySXywkAyWQyysjIIL1e307HlkdrsViopKSk1TnVajVdvHiRPDw8WO/p3r17ZDKZ2JxpgUBAGzduZD20Y8eOsR7V8uXLbX752PJoTSYTFRcXt9K/e/cu66EJBAI6dOgQ68EUFBSQl5cXAaD58+ezHsqOHTvYXOZly5a10+/IozUajVRUVNRKv6SkhNatW8fm0R4/fpw0Gk2r3yUlJbG5u59++mm7tralI4+2qamJ1Go1q19QUEDZ2dkUGhpKAMjFxYVSUlLIYDBQeno6++Uil8upsrKSiJpzbyMiItixYuvLqyOPtq6ujnJzc9m2q1Qq+u6771hvXSqV0oULF8hsNrP50wKBgPbu3UsWi4VMJhPt2rWL7Ys333zTptfYkUe7detWYhiGZDIZnTlzhiwWCxmNRjp48CA5OTkRADpx4gQREX300UfsGJs7dy6bL37gwAFycHAgALRnz552Gv9THq27uzvc3d1b/a1lutKQIUM6TF/q7byIUCjE6NGj2/196NCh7L9brnQqKSlhNRsaGrBly5Z2v12zZg1+85vftPu7LQYPHmwzlemxxx5j/22d+A8NDcXSpUuRmJiIixcvYsaMGXjiiSeQm5uL/Px8AMD06dO7lW4lkUggkUhs/t2Kt7c3e51tz63RaNg5bGsKktXT7AqGYWym8rSsiD9kyBB4eHiAYRgsXrwYV65cQXp6Onbu3ImMjAyIxWJkZGSwHs3q1avt9ir4fH6rwKYVax4r0Lziz3qNAQEBWLRoEXbv3o2zZ89i+vTpcHFxwZdffgmj0YjQ0FCsW7fObn2BQGDzy6NlKUUfH5924+PKlSswmUxgGKbH6WxAcxygbSqXTqdjvXMej4eRI0dCKBRi4sSJePHFF/Hvf/8bd+7cwcyZMzF69GhkZmaisLAQIpEI8+bN61ZAzNbYazmeeDwe/Pz8wOPxMHToUPj6+qKyshKbNm1CamoqzGYzvvnmG1gsFsydOxdLly7t1heNNUWwvLwcL7zwAkJCQqDVapGRkQGDwYDf/va3bMxi5syZWLFiBRITE5GSkoIZM2Zg6NChuHr1KgwGAyZMmAClUtmvy7D7ZYH9kCFDMHbsWBiNRjaB3Bbu7u4ICgqC2Wzu0zXHw4YNQ1BQEEwmU6uB7uTkhMcff5w1Jm0jpNZleb3F3d0dCoUCJpOJfZhcXV1x+PBhTJ48GdHR0SgsLGQTxMeMGYNVq1axwcTe4uXlBblcDgCdfpoyDIPAwEAYDAZ4enr2Sb0FBwcHyOVyCIVCDB8+nB28wcHB+OKLL7B8+XKkpqbi4sWL7PUtXLgQ0dHRrZbL9hSpVIpRo0bZfAnGxcXB09MT+/fvR1paGqs/adIkHD58uMMl4FqeM25X6qCU2vzvVnh4eMDf3x+PPfZYu743Go1obGzEmDFjIJPJ+mSstYRhGAQEBKCqqgpSqZStI8Dn8/H2229DJpPhww8/RHZ2NrKzs8Hj8dhsmQ0bNvRan8fj4fHHH4dOp4OHhwdr9MViMZKTkxEfH4+EhAScO3cOQHMWwLPPPosjR47Y/YK3EhkZifPnz2Pr1q1ITk7G2bNnAQCOjo5YtWoV4uLiWIdLIpHg0KFDGDduHDZv3swuTBEKhVi9ejXeeOONfq81zBB1PXmqVqsREhKCCRMm4PPPP+8yBcJkMrHRY6FQ2GEU3mg0snMkTk5OHXoTer0eixcvxoYNGzBp0qSuLhfG0lIwv9RX4FVVgfeLx2hxc4PlFw/Y/PzzMNlIp7J1vZWVlfjoo4+wZs2aLrVbtot+mUNs2V8WiwVqtRp3796FXq+Hg4MDFApFp/mXmZmZ+OKLL7B582a79A0GAztX1lm/EhH0ej0sFgsYhoGTk5PNt7pKpYJer7cr9clisbDndHBwaNeXOp0Od+7cQUVFBcxmMzw8PBAcHNypkf/zn/+MLVu22GWYTCYT9Ho9uzODrbFaWlqKH374ARaLBW5ubpDL5R2+kAwGAyJXxuIrSSTmB0mx9WkfBHt2XA/CaDSiqanJpj4RQafTwWKxgMfjQSQSdelBX7lyBR988AH+9a9/2ZXNotfrYTabWf225y8vL8etW7fYgjojR47sdH7ywIEDUKlU2L17d5ceX1fjiYiQlZWF0tJS8Hg8DB8+HAqFotPCMrt27YJYLMYrr7xiU7+xsRGZmZnQaDTsQii5XG7znCaTCSqVCnfv3oXZbIZUKsX48eM77NeCggKEhITg4MGD+MMf/tArj7dfPFqBQGCXdyQUCvsl/Us4YgRIKgXTZn8wXmUleJWVIJEIgo8/hmMPAxFd6nfSLh6Pxybr9xe2DJwtrA9DX8Lj8Tr9OnFycmq1RLivEQgEXQZVRowY0aMiJsm3q5F8u7pTg9vZvWcYpt+rRXVVDcvDw6PfdqroajwxDIPx48f36f0Xi8WYMmWKXccKBAIEBgayqWYDySNbm4/ZuhXoaCPGlSuBNvPK3SXhejl+rBmY/bvKy5ug0nnDnFo8IHptqamph8lkguzew9HPFAZhT3o1Bg3q3Sq2nmA2m1Hk2PqlaI/B5Xi04PP5vVpg9cgaWgQHg+bPb+fVkkgEJjq616d//3olvi7U9Po89uOLtHMlXR/WrzwkfeETyEyvBVDb5aH9gsj21wdncDns5ZHeYYHZurX9H/vAm+XgsCISMvB9zAnugwd+40SO/z88uh4t0M6r7StvFgCWTnSD0r99alV/UF5eDpVK1aui2L2hpqameeqgRerUQHLmzBkolcpeFSXvKWazGSfOpKGwjVcrEjJYOckT0TO84D6oexFzjl8fj7ahRZu52j70Zl+cOHBbX2dm1uCLn0qw+Wn7Voz1NSqV6Zesg4ejX/7pbbwW9kyfp0PZg8FgQEZSAWtoOQPL0RMeeUNr9WqRmtpn3izHrw9HAfBKmBdnYDl6xKNvaNHs1ZKvLzc3y9EjBpvrkLV6DAK9ufHD0TP+3xjaXi2PCw4G04vN1zoreTcQ/Fp2aO2Mh9kHThY93FweTrDrf2Hs/Zr1+4puGVqj0ciuZ7ZjQVmfwDAMdDodjEYjtFotdDpdz3cF6EGhax6PB41GA51O1zvtHiIQCKDVatlKQ9adIAYKPp+PhoYGNDU14eeff+60Wn5/wOPxYDAYUF9f32lh7/6AYRg0NTWx497BwWFA9YVCIbRaLZqamqDRaCASifp1F4C2iEQi6HQ6NDU1oaGhAUD3inP3FkdHR3a8W23AQCEQCNDQ0NBn99tuQysQCJCfn4/Y2FjweLwBNbQmkwm3b9/GwYMHkZKSMuAPW2NjI9RqNUpKSgZ0oAPNhqayshIlJSVoaGgYcENnLS9nNpsxbNiwAW8/wzC4fv06tm/fDmdn5wF90IHmrIOsrCxs27YNIpFoQPV5PB7u3bsHlUqFzZs3g8/nD6g+n8/HrVu3oNFosHHjxgHvez6fj8zMTAiFQvz4448D+tzzeDzU1taioaGhT8on2m1ozWYzAgMDERsb+1A82tLSUixbtgyTJk0aUK/SauhSUlKwcuXKAX2rAs0vuJs3b+LChQuIiYl5KB6tSqVCU1MTxo4d+1A82vr6eqxduxaenp4PxaOtrq7GX//6V0il0gF90QiFQqSnp+PUqVPYuHEjHB0dB9TYiUQiHDp0CEVFRdiyZQuIaMA92nfeeQdOTk54+eWXB9yjzc/PR0pKSp+02W5DS0QQiUTw8PDot311OqKpqQlisRhSqbTVpooDBY/Hg0QiaVV+cSCRyWQYNGgQXF1de1Var6c0NDRAp9P1aOPKvkAsFsPNze2h5PFai6+4u7u3Kn85UAwdOhTOzs6tqmENJBKJBC4uLpDJZA9lrlQikcDZ2RlSqXTA9evq6vrMqbSrehcHBwcHR895pJfgcnBwcPwvwBlaDg4Ojn6GM7QcHBwc/QxnaDk4ODj6Gc7QcnBwcPQznKHl4ODg6Gc4Q8vBwcHRz3CGloODg6Of4QwtBwcHRz/DGVoODg6Ofub/AJz84EW3rfm9AAAAAElFTkSuQmCC)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,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)
Add using a hundred chart.
___= 25 + 10.
Avoid any calculation errors while adding.
Add using a hundred chart.
___= 25 + 10.
Avoid any calculation errors while adding.
Add using a hundred chart.
12 + 4 = __.
Avoid any calculation errors.
Add using a hundred chart.
12 + 4 = __.
Avoid any calculation errors.
Add using a hundred chart.
48 + 23 = ___.
Avoid any calculation errors.
Add using a hundred chart.
48 + 23 = ___.
Avoid any calculation errors.
Stefanie bought 56 beads from the beads store. She bought 32 more beads from the art store. How many beads did she buy altogether?
Read the problem carefully multiple times in order to understand it.
Stefanie bought 56 beads from the beads store. She bought 32 more beads from the art store. How many beads did she buy altogether?
Read the problem carefully multiple times in order to understand it.
Julie made 31 bracelets for the mini-maker faire. Then she made 26 more. How many bracelets did Julie make altogether?
Read the problem carefully in order to understand it.
Julie made 31 bracelets for the mini-maker faire. Then she made 26 more. How many bracelets did Julie make altogether?
Read the problem carefully in order to understand it.
Callie has 18 seeds. She planted 10 of the seeds. Callie have _______ number of seeds now
Read the problem carefully multiple times in order to understand it.
Callie has 18 seeds. She planted 10 of the seeds. Callie have _______ number of seeds now
Read the problem carefully multiple times in order to understand it.
Find 8 - 6 = ...............
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)
Observe the figure carefully in order to understand the problem.
Find 8 - 6 = ...............
![](data:image/png;base64,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)
Observe the figure carefully in order to understand the problem.