Mathematics
Grade-4-
Easy
Question
Break apart 15 = _______.
- 10 + 5
- 20 + 4
- 30 + 5
- 40 +4
The correct answer is: 10 + 5
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Add the partial products
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)
Add the partial products
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)
MathematicsGrade-4-
MathematicsVideo
The partial products are____
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)
The partial products are____
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)
MathematicsGrade-4-
MathematicsVideo
The product of 89 x 30
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The product of 89 x 30
![](data:image/png;base64,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)
MathematicsGrade-4-
MathematicsVideo
The product of 30 x 50.
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)
The product of 30 x 50.
![](data:image/png;base64,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)
MathematicsGrade-4-
MathematicsVideo
The partial products for the following area model.
![](data:image/png;base64,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)
The partial products for the following area model.
![](data:image/png;base64,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)
MathematicsGrade-4-
MathematicsVideo
Add the partial products of the following.
![](data:image/png;base64,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)
Add the partial products of the following.
![](data:image/png;base64,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)
MathematicsGrade-4-
MathematicsVideo
The product of 10 x 17.
![](data:image/png;base64,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)
The product of 10 x 17.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYUAAACqCAYAAABCrlMfAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AABIOSURBVHhe7d17sE3l/8Bx9/s9uYxRE6VMd4xJMYnMZLpoaibVNA0jNTWuUxlKuUSI3I1rHJzjnlK5VVRkQlFGUVRSoZDbkVv4fPs8nr062M714/vsY79fM8/8vj1rHX/s3z7rffZaz1q7gAAA4BEFAECEKAAAIkQBABAhCgCACFEAAESIAgAgQhQAABGiAACIEAUAQIQoAAAiRAEAECEKAIAIUQAARIgCACBCFAAAEaIAAIgQBQBAhCjkAwcOHJATJ074/8rcoUOHZNWqVbJo0SJZv369nDp1ym8B8p8///xTPv74Y1m8eLF88MEHsmDBApk/f77MmTNHZs6cKampqTJ16lSZPHmyjB8/XlJSUuSHH37wP43cIAoJbuHChdKgQQO59957ZceOHX72fMeOHZNRo0ZJw4YNpWbNmlKlShW56qqrpEWLFvL222/7vYD84+jRo+59f/nll8tll10mlSpVkooVK0r58uWlbNmyUqZMGSldurSULFkyGjp33XXXyaZNm/y/gpwiCgnumWeekQIFCkihQoXknXfe8bNnO3LkiHTv3l1KlCjh9j136C+V/hV1+vRp/xNA4tu3b59cffXVcd/TWY0PP/zQ/yvIKaKQ4J566in3Jte/iPTj8rn0r6kXX3xRChYs6PYrVaqU1KtXT5o0aSLXXHNN9EtSoUIFGTduXLZPQwGh6R8xn332mQwcOFD69+8vAwYMiDuGDBkizz77rPuUoO/16tWry5YtW/y/gpwiCglO3+z6Rtc3/OzZs/3sf0aPHu0+RcQO/GPHjo0O/Nu2bZN27dpFYahatao7PwtcaiZNmhS9zzt16uQ+PSN3iEKC69Chg3uj6yeFWbNm+dkz9AJ0/fr13XaNxpgxY/yW/xw8eFBat24d/cJoZPiFwaVk79690rx5c/f+1msNy5Yt81uQG0QhwXXu3DmKwowZM/zsGRMmTIiuIzz55JMXXGn0448/yg033OD20wvQq1ev9luA/E9X2hUtWtS9vx966CH3hxByjygkuK5du7o3u14ryBiF9PR0adasmdumqzFWrFjht8Q3ePBgt6+OHj16uNVKQH6nn3rbtGnj3teFCxeWadOm+S3ILaKQ4F544YUoCmlpaX5WZMOGDVKrVi23rWnTpvLPP//4LfGtWbNGrrjiCre/xkTXf8PWyZMn/f/C/8vGjRvdH0X6vm7UqJFs377db0FuEYUE161bt7hReP/9993abd3Wu3dvP3thev3h4YcfdvvrMr+ff/7Zb0Fe6Wm7ESNGuBVf8VaI4eJ59dVX3XtaV9+99tprfhZ5QRQSnJ7q0Te93pijd2/G6PJSPY+qvwx6R2d2dOzY0f1beh3i22+/9bPIq99//11uvvlm99o++OCD3A/yf7Jnzx6pU6eOe911+fXXX3/ttyAviEKCe/nll6MoTJ8+3c+K9OzZ080XK1ZMli9f7mcz169fP/czOliaakc/ddWtW9e9rg888ICfxcWmy1BjF5h16TVsEIUEF/t4fG4Unn/++Wh+3bp1fjZzeopDf0bHe++952eRW7FPBPpIhVgUWrVq5RYB6DOoWPp78ei9OHfddZd7zfXxF0uXLvVbkFdEIcH16dPHvfH1lE/G00R6F6eeOipSpIgsWbLEz2Yu9m/pz3355Zd+Fjl1+PBhGTZsmFsGrCtf7r///uhiZ40aNdyySD2N9Mgjj7hrDFktAkDOffTRR+6eBH3N77nnHlbTGSIKCS52ykejoE+AjNEb2WK39ev1hazoxdDnnnvO7a/3KmzdutVvQU59//337nXMzrjtttvcNQfY0iDr66u/F2+99ZafhQWikOD02S765i9evPhZUVi5cqX7q1S36b0MWdG7Pu+77z63vz51lQNV7u3evdtdO6hcubJ7dIiuAtM18vraaqj16bS1a9d2Fz/109nff//tfxIWdDm2vr76eutNmfv37/dbYIEoJLhBgwbFjYIe1G+55Ra3Tc9n60E/M5988kl0iuOJJ57grs880tfvt99+c/9/0FMZGgJ9bXXZ786dO2XXrl1u6AMLYUuXYMceAMkyVHtEIcHF7kTWKEyZMsXPnqEXm/WXQ1dg6HcpZCb2uAzdd968eX4WFvR0UmxppJ7WwMWjwb399tvda62nQfURLrBFFBKcXtDUA78uPdVvl8po8+bN0V3K+jH6m2++8VvOphHQXyDdr2XLltzNbExfd/1iI319H3vsMT+Li0EXW8Se96UPd+Qivj2ikOBGjhzpHo2tUYh3QS32bCQd+sRUvWch9uhsvYtZH7cdO2Dpp4SMN8DBhkZWrzFoeIcPH+5nYU2X+mp09b2sYfj888/9FlgiCglOvy9Bl53qAV1v1jmXntPWtfGxMFSrVk0effRRFws9UOnXF+q8hkVPN+m3WcGefi+wftuXhhgXh/7Bo/ck6PtZ39saCdgjCglOo6C/BHoKSR+VHY+eZ9UQxMJw7tBPGS+99JK7oQrIj44fPx49B0xHvC+cgg2ikOD0kdi67FGXP2b2PQi6+khXZeg1Bv1koZ8M9P/eeuut7vuZWQWD/Ezvs9E/bHTpr36hjq7swsVBFBKcPo5ZT03ooxQu9CU6Mbpdl0nqPQwLFixwj8vWNfXApUDfywsXLnS/D7h4iAIAIEIUAAARogAAiBAFAECEKAAAIpdUFPRO3qNHj8nRYwxG7oc+mz/ePIOR4/Hv8Si/PYrjkonCH3/ultFjJ8qUqWmSMm0Gg5HzMX2mTE5JlTZtn5Kx4ybJ1NSZ8fdjMLI59P00fuIUOZSP7r6+ZKLw08/bZFrabHeTFoOR26GPTnjp5Zdlx44dcbczGDkdb02ZLnv2ZP5o+0RyyUTh522/yOy57/j/AnJHbwDUb7vji1tgZVrqLKIQgkZh1pz5/r+A3NHzv/rFLX/99ZefAfKGKARCFGCBKMAaUQiEKMACUYA1ohAIUYAFogBrRCEQogALRAHWiEIgRAEWiAKsEYVAiAIsEAVYIwqBEAVYIAqwRhQCIQqwQBRgjSgEQhRggSjAGlEIhCjAAlGANaIQCFGABaIAa0QhEKIAC0QB1ohCIEQBFogCrBGFQIgCLBAFWCMKgRAFWCAKsEYUAiEKsEAUYI0oBEIUYIEowBpRCIQowAJRgDWiEAhRgAWiAGtEIRCiAAtEAdaIQiBEARaIAqwRhUCIAiwQBVgjCoEQBVggCrBGFAIhCrBAFGCNKARCFGCBKMAaUQiEKMACUYA1ohAIUYAFogBrRCEQogALRAHWiEIgRAEWiAKsEYVAiAIsEAVYIwqBEAVYIAqwRhQCIQqwQBRgjSgEQhRggSjAGlEIhCjAAlGANaIQCFGABaIAa0QhEKIAC0QB1ohCIEQBFogCrBGFQIgCLBAFWCMKgRAFWCAKsEYUcuDw4cP/vlh7JD093c/kHlGABaIAa0kbhd27d8vo0aNl1KhRsn//fj8b37Zt22T8+PHSrl07adWqlbRt21bGjBkjW7du9XvkHFGABaIAa0kbhXHjxkmBAgXcmDNnjp893/r166VJkybRvhlHo0aN5IsvvvB75gxRgAWiAGtJG4VevXpFB/c333zTz55t7dq1Uq9evbNCULBgwbP+u27duvLpp5/6n8g+ogALRAHWkjYKr7/+enRgHz58uJ/9z3fffScNGjSI9rnzzjtl/vz5snLlSpkxY4Y0bNgw2nbjjTfKmjVr/E9mD1GABaIAa0kbhUGDBkUH9XhR6Nq1a7Rdg/DLL7/4LWds3rxZ6tevH+3ToUMHOX36tN+aNaIAC0QB1pI2CoMHD44O6MOGDfOzZ2zatEnq1KnjttWqVUs2bNjgt5xt9erVUqNGDbdf7dq13emm7CIKsEAUYC1po6DXEWJRGDp0qJ89I+P1hj59+vjZ8+knA90e2/eVV16REydO+K2ZIwqwQBRgLWmjoKeMYgfzjBeadXnq3Xff7eYrVarkri1kZt26dVKxYkW3f+PGjc87zXQhRAEWiAKsJW0URowYEUVhyJAhflZk48aN7sKxzus9CceOHfNb4jt48KC0bt3a7X/llVe6JazZQRRggSjAWtJGQW9cK1So0HlRWLZsmVSrVs3N6+mgkydP+i0X1rdvX7d/sWLFZPny5X42c0QBFogCrCVtFMaOHStFihRxB3O96ByTlpYmhQsXdvO6T3ZMnDjR7a9j9uzZfjZzRAEWiAKsJW0U9LEVRYsWdQfyN954w8+Ke+xF7AC/YMECP5u5d999N/oZ/fnsIAqwQBRgLWmjoH/d6+kePZDrPQsxU6ZMie5azuzxFxnNmzcvisK0adP8bOaIAiwQBVhL2ihMnjxZihcvfl4UFi1a5FYd6bxea8jODWl6fUL312sUS5cu9bOZIwqwQBRgLWmjkJKSIiVLlnQH84EDB/rZM0tMr732WjevdynrL11mTp06JT169HD7V61aNduPuyAKsEAUYC1po6CneUqXLu0O5gMGDPCzIjt37nT3G+j8TTfdJHv3Zv7i/PHHH3LHHXe4/fXheVu2bPFbMkcUYIEowFrSRiE1NVXKlCnjDub6cLwYXYLaqVMnN69DVyNlRi9Gx1YrdezYUY4cOeK3ZI4owAJRgLWkjcLMmTOlbNmy7mDev39/P3uGfkdCzZo13Tb9FHChTwv79u2Tli1buv2qV6+e7XsUFFGABaIAa0kbBV1ZVK5cubhR0IvL7du3d9t0PP744/++SHv81jP0Tuann346Wqmk38aW1fWHjIgCLBAFWEvaKOgy0vLly7sDer9+/fzsf7766iu5/vrrozA0b95cpk+f7p6YqkHRR2DEgqBPVM3pF+0QBVggCrCWtFGYO3duFAV9Kmo8K1asiJ6DFBvnfvOarlRavHix/4nsIwqwQBRgLWmjoH/Zx64p6H0GF6IPuIs9NfXc0bRpU1m1apXfM2eIAiwQBVhL2iikp6fLmDFj3D0G27dv97Px7dq1SyZNmiRdunSRNm3aSOfOnWXChAny66+/+j1yjijAAlGAtaSNQm4dP37c/6+8IQqwQBRgjSgEQhRggSjAGlEIhCjAAlGANaIQCFGABaIAa0QhEKIAC0QB1ohCIEQBFogCrBGFQIgCLBAFWCMKgRAFWCAKsEYUAiEKsEAUYI0oBEIUYIEowBpRCIQowAJRgDWiEAhRgAWiAGtEIRCiAAtEAdaIQiBEARaIAqwRhUCIAiwQBVgjCoEQBVggCrBGFAIhCrBAFGCNKARCFGCBKMAaUQiEKMACUYA1ohAIUYAFogBrRCEQogALRAHWiEIgRAEWiAKsEYVAiAIsEAVYIwqBEAVYIAqwRhQCIQqwQBRgjSgEQhRggSjAGlEIhCjAAlGANaIQCFGABaIAa0QhEKIAC0QB1ohCIEQBFogCrBGFQIgCLBAFWCMKgRAFWCAKsEYUAiEKsEAUYI0oBEIUYIEowBpRCIQowAJRgDWiEAhRgAWiAGtEIRCiAAtEAdaIQiBEARaIAqwRhUCIAiwQBVgjCoEQBVggCrBGFAIhCrBAFGCNKARCFGCBKMAaUQiEKMACUYA1ohAIUYAFogBrRCEQogALRAHWiEIgRAEWiAKsEYVsWLt2raxatUqOHj3qZ/KOKMACUYA1opCFDRs2SM2aNaVKlSqyZMkSP5t3RAEWiAKsEYUspKamSoECBdwYOXKkn807ogALRAHWiEIW0tLSXBAKFiwoEydO9LN5RxRg4fTp09K/f385cOCAnwHyZnrabKKQ0alTp2T79u3utJGOPn36RFHo1q2bu76wbNky2bhxo5w8edL/VM5pFGbPfUdOnDghBw8elEOHDjEYOR779++Xnj17uvdsenp63H0YjJyMKVPTZO/e/PPJ86JHYd68eVKjRg2pWLGiVKhQQUqVKhWdPipRooSUK1dOypQpI5UrV3anlnJLo/DeB0tk/fr10r17d+nbty+DkaOhp4169+4tzZo1kx49eki/fv3i7sdgZHfo+2ngG0Pl4KF0f6RKfBc9CkOHDo0ikNXQFzG3Yp8U9NPGkSNH3MomBiOnQz8d9OrVS3bs2BF3O4ORk6HHopRpMzh9lNFPP/3kPo63bdtW2rdvL40bN3YBKFy4sLRo0UK6du0qXbp0cX+l6b65xTUFWNBrCvoJQU8jARa4ppCFlJQUF4XixYvL3Llz/WzeEQVYYPURrOWv1Uci/wP8bg+gm1TtmQAAAABJRU5ErkJggg==)
MathematicsGrade-4-
MathematicsVideo
The product of 20 x 37.
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csjSaWTVOp0ViGGaK0woj6e1BfuBz7v3kPrdeqbReI0LTUNL8YmNlUxhWpDbSr9me5M17A99/8AaUZ7+HmMXn9qVNJK9rXjDPrZ+Ji8Rqa0A/LNFlaC4HlPJbmWAKoLFJSe5RWUmPVmlVnT7QLhSXrsW7PQvT47sLk+VBfVPqFSM005cknlxt+hNptC1C64ksMtN/hjkW11DS/HFRzBckgBtOCyUzs60TrlXO4VlKAhoIsfP/1qyjJ/Bh9N89RYoMI9zXhzLoZaDi4lgkoqBK/fC5OvqokUmur2IO8BW+j+34jlUapSTu4Udt0C/aXkaR9WAgmBR2I9uPo2Vysy1mAlp4bCLP8ZrIkKkKQe2+JZSXfpMo7EiaVDCYKb5PcPs1h7DLJjFx+PNTrUurJZwie1gacWv53VO1cxgJ4p3oiKp/PC6s0wPBaapq0Rl31LaZ1llwCrGoFBlh8kcaZzAA9rTi/ZT72//13aMxfjoi/A5HBJpStnYHGYkqNmV59Lk5eXmfGQXAQbeVFKFr4HrruXXa91Gwk88pXmFjWZHX68LE8rNs6D+19tyk1lm4oNZPz06U7pXFhPEsvKvcrc7B33qu4dDQX8LP0bfD45Zue8hk9R2haapr0Ra7izLTy/c0gr9jBEAtgBiLSfsMIwHe3HmcWfYTvM/4Bb9ctYKgZ51Z9gYZD65mCJMPbHSsarOIg2IuOigIUfvsuuu43pJHUTFajWTWLmrj9Qx32H9mKnuEW1eGl/cYB5/8CpBblcUQDXajfuwT7WZpuuVzJC5i8YaClpvlFwcQrGTfkZUnNr4QWDZgw5ePBQWmk2Y17hzbhwNfvob+Jouq7i7PLP0F10QoYpoeZnfmCpT3pukca3975fh32fPsOhjtuM4XF1p9yu+7CbiBMSbMk4wl1IRAZpMxYHZeq6S9CarzEhAOwBn5E9dbZOLT4I1ZD77LkZvGCJlKzq6daapq0R7Vbkl5sIxSY4QECPlYzfTADXlZJh9SbBU0nduLQ139F7906wNuCc2tm4MzWhfB5+1UDW/XNTKmKeptQvfNrfL/i7wj0NnGObCMdMgdLlDwN8qHgiLzrKY89ov6Y1Fha+4VILRL2wdt+HmWMn2Mr/onQQI+Sl5aaJv2JPT2Tp2ucgKHOZty/eg4R70OKbZBV0H5YwQFE+BuBbtw9ug1H5r5HqV1ioulGzfZ5OLHiS/j6H4q2mOnl3tMAgj3XcHzZ33F201cwh7guVj/TQmqUsi01DsMsparSmcjM4RdwTy3KOI8Oo/vmERye+zLKt2TC5MVL7olarIKGpct2LTVNWkKZ0Wa21Bj/kgaar1/E9syPcf/icYBCCxt9CFgeZnKW4Ia7cX3HEhyf91f0N0szjQFcLd6AQ/PewUALS24s1ZiRflZbm9F3+RgOznoLjXvX2e3a5H6ay973fCJOswv+FoGlYswy6YTEdWQALdU7UDz7Bdz4fi+ihv2QR+6pKlj9DivBCXZHBCnX5SKmXmrMOCmna6YVp52TNGkQ8bTfasDOb/6Kc1sWIPzoBuuTPQiFhxmG1c+u22hc/w2OL/4YQx2cBw/azx/Fga/fxP2avRzvRdRkqWzwNm7vXY09n7+OpvIDnM5qrLSRShepKez8kEpowtjwaQTzOii1n0o24PC8l9F6/iyLppwkUlNt8YiW2iTQUnMvIrUYw12tOLNhMU4sfBetpzcj+vgH9ZQM/hZ4rxxBacY/cGLlPHj72plqTAzeq8O++e+jctdiRPpv0V/34b9dgtKln+PA7A/QfaOC4YLcTqxb6VTbdzGphCakCpsuqHZvgV5cP7waJ7Pfw+Nbl2g0RpMhD0jkrQkttScSbzQoraeFpHkadyDxo75NwIRryePLSAgdF05i/+xXcGz+q7h3aDOCP9WivWY/yld+gQPffICqou0ML98E5bL9TTi1eg6nv4t7J7fA03gUZ9d+gfwvX0HpxoWwBu8iCr+6Z6el5gKYz8PSlnCgG1U7F+NwltwfbZTrE689PC4ttfFRUuPVPyp9MymppdqGnCxJJOmX4NMdiR+TVU5DSlHyDQGT00w/zL57qMxZhH1zXsHZ7E9RvepfOPjN+yic+Tb2LJiB+3X2O4JWhDkh2I2mir048NXrODj3TRyd9w6F9kfsmvMqblbs43Y6VRfZ8mGTqOszhuzfyH1MJTRBXazTFEY5MDSEs1sX4WD239DXfF1VPxGQhwNaauOiPoXGq3PUlKcqvEIIvEqI4NR7Z9J6nUJTX49mBjGZWARLpmmeO3Ke5aO90uOrfJBDem6wIiyBRT3wdV1H+c4M7JnzAQ58/Tfksyq5j0KrPpCHwFC/il/5HiYv+aq0Vp2zGltnvINt/3wb+VmfofzgBvh673O9/VyvDyYziUWke6KnRtIGicjrSc8Tnot4+mV+kDzBqTFG/VNPEEfirGfsuY6t3wVECXcIEa8HJ/M3o3DdYngfd7DQzWMIyfug0r0Shzzv6utZCovTuByPcTQyPRWptv2skGOQ+DHFMar0z3giUyQ1JhI5gQYzgGVX2+WCwJ8KKfGGiFRkmD1YSbGHMu5gEAmneT44cZGMKc0vGDOegWZcOnkQp/K3ouJoPlquX4DX06+WY7JHKErhqFiy4B3sRt3ZEny/Jw/XrlxQ05nciLRbs7clcSmhJc6fBlkmoCqxzx8n3cl2nbTq7H8yT5oux/gkUoWfapz9lvi719aCGz/+EBu3j9nZTxk658HZfzkfo3HSTDLO8s66njXOdmXf7C6tOE6mTmrcGsWK1t4BXGxqQWP7Q1zrfISrXQ9xhVzu6kSD4hHquroU9aSBXCaN5MojzdTxCA2POlHX8xANvQ9xo6cTN7rbcKW7GVd6WlH/qJVx9BCNjxk/3QzzqJ1x2Yk7j3twu6cH17mO6z3dnGfH5aVOruthB3kYp/4pkPCXOhPDi4+eI7KdTu5rZxsaH3Wgvr0VF1oe4CIz/8XW1jgXYpwntW0jqW5pRlXzSGRaTYqw00kNOS/xwnxXy+G5jhZUtDUrylsfEA557BVCbPq59pYxOPPiYbhcpaIFVaT6mfMAtc0PcOkBaWnCj9x3Q9rX0W5TJjV1T43rP3axDq/PW6B4c8ECvLVwPt5cxPFFC/H64kV4LWMxXiUvk1cyhQy8kpWBl8lL/K2ZOv7C8/9C1iK8kJ2Fl7KX4MXMRXhxyUL8mbyQuQB/zl5EFuMvSzI4j/GWlYk3lmQx/jLwRuYSxmUWXl6ciZczs/DnxQyXtRgvOmQswl8WL8RfMibPiwz/EtOISheSPp4Tsv+vqv38Fq8tX4zXV/BYlmUqXuW5eG3pErxKXl6ahVeW8feybLy8IsErMlzO+S7G3m/+ZtxJ/npj2VJ1bK/IMWUzzmK8JDCMDGX8lWWMXx7vaNRySbzMcC9x+NLSTLzI5V6U4TPkL8sYT0sW468LF+Md+mN1USFCUhukY6a0+ilFxoN1DZi9OxdbzlViS3kFtp0pw5bSUmwWzpZh09mz2FRRjk2V57DhXDnWV5zF2nNnsYasrtRMKTz/qxgPa6ursL6qBusqK8k5rGH8rCovwxoJI8Nyxk95OdYxPjdKGI6v4/jasrPYwGlbZBqXkXh0kGXXVnKZqnOTYj3ZIGmCbORvSR/Piw3nKriPZdxmObJLjuPjnVu4v0ynF2pILTadr8Fm/t7K3zJt0/lqbLowkg21Va5mY4ytNVXYVl2NHedrsY3HtTUVPMZtFzmfx7v94nnsuDCW7Vw+GTk3Ci635Tmw+VINtnO/is5fQPaBfVi7by+C8gCSjpkSqdkd0kVU3Vp2YmtlNR7xt3y+YiBGH+lPQsZ7k4by/R7N1NIzCokvme7EiRNXEn/JQ5nnINMGyej4dWOcOsfoIPt8qfcxMplp7oXDap8ljBNexkcfVyqcNO5GnHiS43DOwXg4xz0a55yMJlXYZ4Xss4ecuHMLy/Pz4LPk0c0UltSMqNxyBnJ5VdhcVooh/vZw2jB3w0s8xE+CUSuGmfRbM13Ip/L8ClMNg1GJoxiMW0G+ERoUGJ82UTUMKOxwIU6TT4SOJugS5OGUj0MPokybYabLiJp2qbkFi3Ny0eL3qwzkYRifhI2Flwda9kMtHrOgjtM+VoOYsZvXDvI5ADdhxJAP7fu5f3JMo/EnkWr+eASE2Dl65nDdXg4PNtZhSf5u+FgblAcHUyI1ac9jqOdoQF4Ni41lZWqngpJZOCcYNdQwFAkx4qU5weihxl2MjhcZJ3KlTELGpZmIpZrsyMVNHrnbT6lGItNl/njYj+tTL/8/R9rPSXdJ0rQlJN0uUeKSQS43NyMjNxcPKTX1JI+ZPyGoqL0c90/a+SmS9lmaGERHMeLl8GlHbgvZzTXsl/afPRYvas8cnluFXDwYJwcbLyGrIAcemcbxKZWaPBrOr67BTkpNro7S5bMIzWDGCKhh6hOjSQ9UWyEhlmlkXKQmHUbaCVEkkJBCPHHG0sj4JCXmMev5n2OLSI5BPkTCS64VVPdnLrfYUuv0+Vh+42RLxAQeJ/eBEpT9EZFJTUSh9k8yH0XO2oZ0NplM/EVxVxAi0sjWJvI8YN5+9si5tNsSyn36Q1cvYUlhrpKajE9p9VNKZ3mU2u4zZUwITCCmxSGv9JZdWrMb3CYn3kQC0bifEfHODC9Dadg7Mj4TIhk5XeJ9PJLDPnup2fstMmZ5zBRC6ml9Q6sttQ7/MC/MtqTV0/ykUsMIqanpcj4YWvphk282uBbun5KExJ391fb0IUzsto+HrrL6SakN8xikbeXUSY1DkVo+q585lBoveExATBByxZAW5iI3SQxjErCTSDSuZ0S8OYyenloq7oBpNbl6xvR6ubUFi3Pz0OIfULdIAqxvhNQ/Q8FUq2TnCE0+NqO+pylSY1j5Glck6ncp3DceM6MI3O04qg6XBsi+itSK5Z7alEstVgWRG69yT82RmnpFikVJMa+6+lFgiXsoych0jdsZKS8HmZccl7F7Y7zKMkn8TJz7a88Wtb8sYTo9lUhJTaSWkZuDNv8gFUWRsYRjUAZBSsHWm+rf1xabDJXUbLHZ1c/RVSe3wTzIcyo4UuNupwFyGyDKc06pXamn1PIwzAISj2jqpZZbO1JqUcrM7sfLJtXymvRgpLwSpAqrqqeUU5xUYUaQFHZS4Z+e+P46+8b0qqqfebvwkNVPKorSkw4wA5SbSE205kgtRlxqdhU1nTpocPrUSxekND1SalJ2niKpWZSaYUkfDbbUdpWWqWIjY53zR92L0WimFfv+kvrNJFrfeh8Z+TsoNa9Ks5KW1YeOWWJTpTZOjQstWWqxEurY9WueFXKrQKSmmnQU5k+t1OSRsTzed0pqO8eTmroS28Vhm+ewPxrNExkptTqRWt4OdGqpuY4RUivIh8diKZr/plRq8qAgR0tN42psqclX6uVvtNTk6acRE5qW2vTiKqk51U/7QYGWmsZNaKmlC3GpXa6n1AqmWGpMJBLB0vg2t7ZWSU2eykrX0fIQYURYLTXNtDK+1KSBuJaaO9BS02gmRSqp7USnz6vSbIhSc4SmpTa9aKlpNJMitdQeaam5Di01jWZSjJZaE6W2C10+j5aay5g2qdkvORtaapo0YbTUHmipuZRkqWVNmdTC9oalRwD5pqR6+llTg53yQrtsy3KkNrrlteyDQ9L6NJrnjiM1XlH5Z0ttd0xq0i+c/aqUltr0I6+yKak1NiC7sBDesLzbYU2F1ERco6RWMlpqdkJKuQ6NZkpxpCblMkdqOTGphbXUXIScX5FaceNlLC0sotQkBsLPX2qWKW3UaNCY1HbXVKcoqWmpadxCCqnl5iqpUVNaai7CNVLLqa7GrpJSblykJmG01DRuIiE16aWjLtafWrffy8pnVElL+oJI/JPubmIiS0J6LUm9fs2zQqQmhaPiK5eRXfQcpBZ/cz55+qjqpzwoyKuK9dLB39Kf2tNKTQ7EIdV8jeZpSE5PNkyvIiUijwrqWluQmZuHHi011yHxNU1SSzwokKJiflUt8ig1uQ37c6Xm9NWVar5G8zQk+n1ziEmJJKSWr6XmQp6P1GIiS0amJYeRJh2WbCz2+LWAUssvKVNFe+mONyG08aWWLDOHVOE0mvFIlY5Gklpq3bF7atL9vBHrpUN667B7udVSmw5GSk2efj7DklpcaLFxJ+Ekxnk143zZgaLqWhSypPZzpaa+3BP7nbwNjWYyjJZa4tsCDvYNfyl9aam5m4TUGrC0qGAiqTmkXtkYYiW0ZPHIUMbtMAmp7aXU8k+VSq9DqudK+YLP2HZqNonl5bd0Fy2JykZ+O9vQaJ4GR2jCRFKrd6qfPi8vxJK2TUKxRQ01dKTm3IeLw/SZnJY1zx6JS3GKfCJPuh6ypfakTiKd1vxJK5AW1snjgiMVJ4HIdw/jiSNpvpIaBSY7sK/qPHKOlbBKitiTUZHa2HU767WXl6F9BZQvTqmvTgmxMBrNz2Wk0ISE1OS+b317KzLyC/DYK5/Nle8YJEpjDqqqqmoayWipPW+UIxgr+xvOIzMvB74w44Nx9ESphS1GoCULRhlpMaT0JiUyEZTc+GciUAmD00I0ZDCO/aVqgyuScEpqsQcF+2ouYPfRk5ympaaZfiaSWp2WmmtxpHaAUsvK282SGuMjldToJEQZmyalJp+iD3B8gDwmQxyPGFFEDUqM9ccAxRXiioOk3wyiywqilyvoIX1cuU8Eqb5vb6pvFEg7tT0sqe3+/hToOJgGi/KcJw8T1DuiyTsrqG8ocp4ajk1MUjIcnUg1mvFQ92SZbhwmklp9exuy8wrQ7xGp8WJPWTkXWNX8Q8krFWMzoebZkiy1zNyd8LGAJIWvlFJjnCDA0pcnCvRzUgu5TMNdHQrAx+JW2GRJjPN9FJefK/YwMXQxgtsZ7hZFdXFgEPe57DDHLflqMcUVpNTkGwVFlbWsfp5WUrMcqcm9NeLsbDwRPkFmDpIIkxOsRjMRIz88nIqxUluWW4CBYVtqdmay059dIhub2TRTgyO1g5drkZG7nVIzniw1k9XMQS7Qw9HK9i5knKrA27v34O+78lHX0aUa0QY4388VeCmeXkb/I0472/4QMwoO4K31O7CitBIdDCOlMymFidTka1JF52qQe6yEOyXCY+LRUtNMIU8rtboOLTW3EpdaQw0yc8aTGv/8rFqK0E4/uI8P1q7Hf2csx68zV+Lf5i/G3P3F6KCgRGwhrmCYPGSJrZ6ls0+35uF381fgV7Mz8fuFy7H2dDnDskTHjQcoNltq1cg7foY7JSU+Jhy5b8eqruDsbDwRTiC15MTqMHGi1WjGY2KpadxBvPpZX83qp0iNccYaYmqpccZ9M4Sviwvw27lf4p3lK/Hp5nz8ZeUm/G7JMhy9fYeRLiU6YJDDNrL9UgN+/81SvLFoDWZt24u3lm3An7OWovj6LQxwvtx383BYQKnlnygFXWg36dBS07iKkVK7FJPaoJaaK4lLLW8bpSb331NJjRNFPoW3ruI382bgHysyUHP3LpqGA9h+/ir+c1E2vi7Yg4FgCKylYoB2uk/5fL67AC/MzcaRC9fRGbRw+PJN/D5zCT7P2Y0HAT8TCiDJQkntJKXG3/KaVCqpjX5Q8ES5OeE0mv8hiQcIWmrpRKKkJlJ7UkmNE9tZVZx5dB/+OGcGLt+6yUhmNdM00GKEMWf/93g9azl+au9U98rkYUBNbyfeWLUWC3MOwENJhTitl2ufe6QY/7U0E6fv3FEbl+pnYSWrnyfOxEpqqaUmxMUWZ/JSS16PRjMZEumNQmPa0lJLD5x7ahk5W+Edr/p5z+fDu5vXYRYZ8nlhhE0EDQPDFNCOC1fxMktr1+49YEktoqRWdOMKXlySjaLqelUt9YRM9aTzaEsTfrMkExtOlchq1TQtNY0b0VJLTyYttbqmZrz87bfYV1kBK8wIlnY3YXsFh+48wB/nLsTNphaW3yLqftmqigq89d1KND7shp/12mFWTYcY/i5Ld+/t3IFZ23LgD4XUk9D8c5XIOV6iNi7d8T5JaoIktERiYxV0FM780Yxej0YzEZJuniQ1aaemHxS4k0lL7WTtRbz6r9m4fO++GjelpS4FJCWtgmt38OcFGar6KXXVbq4k49QZfLhhAx6G5G6E/VTUT+k85u+5x07gtW+z0dHdLa1FUFjNktqpUvV7IqkJicQ2llThNZqfw5OkJk8/tdTcy6Skxmm43dyGo5Xn0TPkUf2gSbdBIREY5y09U4E3s7/D/c4ursBCB9fyrwNH8OnmreiLRNUDAZGavGnQy98rqmrx+qLluEVBSiIprK6h1Mq01DSuQkstPZlQahGKSyI2yNgMcaY3aMAwLfWGgbxdcIvR/OHu3Zi1ZbctvKiJ+4EQPtq9B/ML9sNHU8k9NXlQEIjKq1KUWmUtJbgKjT/9pHagoLIKuSdLuezkpKbRTAXjSW2JlpprGSE1acifSmryaDtosvoYpJgoHIuhGM/q3tmuW1fwm0ULsfN0BSOeAmTU3/H48NaWHKw8cgbGKKnJMktKK/Fa9ko0Nt2zq59VVcg7WaalpnEVo6UmN1KYRNVrUkvytdTcyqSlFqJgAob9fqfIRgTUxflzj+zHC4syUHu3WUW4fEfn+uAgXl69BTvOXhwhNXnjQKSWfbYKry79Do3376krX0FVNXJZ/aQ3tdQ0rkFLLT2ZhNQoGpbADApGeuEwiCW/Of384268ufY7/H3VOnR45KOhUlKzcKW3F39YuhY5VZcZHmq6NGIMEXkZfml5NV7JtqUmO5BPqeVQanLvTR4+aKlp3MBEUuvXUnMlk5OayIqykT7STApH7qcNUnRbL9bgP+fPxbpDJ+HhmoyodPpo4sbQAF5aswW7qyk1rlCSgvPKyRDXl02pvZy9AleammIltSpKrVRLTeMqtNTSk0lLTdqlGZZBTFX1bPJ6MbNgN15cvBj19zsR5JpC0n6Nq7zlGcQbG3dia/lFBBhW9VElyxN53SqLUntp6Qpca7alZpfUtNQ07kJLLT2ZUGpR/mNQ+w0CM4iAZXcXdLDxMl7M+BZbTpRiMERhmVI9lXJaGDcGevHa+u347thZluDs3m5DTBgGpSf31L4tKcfrK1fjdmebut+mq58aN6Kllp5MKDXnT6TkYwDpreNBIIDZu3bizYwMNLZ1KRmZhohPPrgfxu3+XrxOqS0/VsaSGWXHBBEUqVGO0vh2zuET+Nv6TWgZ7FVSK6iu0SU1jevQUktPJi016SZo0AyrboWO/3gH/zVnFhbvzkcfS2nSzMNktTQUDlFSEdwbHsLb67Zjdt5+9LBkF6ToAiI2LvtDwIcPtufiK/LYCqhpBdW1yD2pn35q3IWWWnoyealxTi8l02Ra+MfOLfjNN3NQcvk65HMDIYMlNCuopGZQYK0BPz7ZUYj3V29GB+f5Oc3HTYnATjffxX8vysZ3B46pUpx6zaqqRrdT07gOLbX05CmkZn+boLytHX9YmoW/79iC9iHqinVGyxKpBZTUpKrZwxUvPHQSLy1egTtDw0pewxSb9N6Re6MRv5ufiYLy86ovNSFfeunQUtO4DC219GRyUuNEed3pLmUzc+8R/HbBEuReqlNCUiW1SFRVTwORcOzjK8COusv4zcIs5F25BukGXN75vB4x8MHBffhz5nKU3/xJLS9PQ/Mrq5BzotRuqMvqqqm+UxCTW1h/hUczPThSk48VG0y7oajcFQbq2lqRJV+T0lJzJZOSWiQqJS2g8NZt/L+s1Xhrw25c8QUoqyiGVCnMflOgnyscCoXVw4TK9g785bvVmFl8BLc47wHJa2nCr1avwUebduDHfo8Smi21SuScLNFS07gKLbX0ZNLVz+aAF58VFeF/L1mJrT88wB1Ou0tuBgK45vXhwuM+FDfewNWOblUCa/L4KK8t+OPq1dj84w/Ie/AAb+zahd+t+A4rjp5ER9BQDx1EiCK1XC01jcvQUktPJi21s7dv4k/LluP/LluL7y5ex4b668gsrcTfcvbjjU25eGX9TvxmQTbWn6lQPXGobxqcv4Rfz1+A361ZiRe3bcavMxbjteUrUX6/GQPcUH80osRWQKnlnShRVVn5mpSWmsYNaKmlJ5OWWv7xE/jToiz8R9Ya/HruUvz+25X4z4UrKap1+PfM9fjN0i341ZzlyNp3HN2x+2qtgRAWFxfjPxZ9g3+b/xXe2bAGB67eUC/CyzdEByL2wwO7O+8SWJSa/d1PLTXN9KOllp5MWmo5R77H72d8hT/My8ILczPx0rcr8PKStXh5xQa8xNLbq8vWYea2Ihyuu46+aFRJTWj2+ZBTVYFVx4pR19mu3v2UpCAPFYZjr01pqWnciJZaejKx1DhBIrL2hztYVbAXW78/heKLDSi5/QMqm1tQ1d6OmpYW1JF2v189MBigiIxIVHVX5JcqpVqRPZQ3CCzOk6+v+y1LSU0+kScfM9ZS07gJLbX0ZEKpcVxF5HDIRK/PQH/QwiBFI6UwaTgr0SorkXBBTh+WxrZys5/ikntkASOimnxIbx30FBMJ5cbxiMWEQmQ9BedqKLVSLTWNq9BSS08mlhonCEbIQkheWqdsQoZJYUUQELlRTEHay6DsQoEQgsEQhRSmjKKqRCb9r8VlRmkJEU6PhplQiP2JPC01jfvQUktDxDuMk4MNtZTaNnjopzFSo39UQJGY3UEkx1mHFKQDSKli0kGIhDiPpTkFZ8jbAKYKz1KZiCyZuNSsuNTyT2ipadyFlloaMkJq28dKjb+hOoiMShVSug/iUImH04nIjKU7MK5pOE7juEhMZOYITeQW5fRkZMOyEvnMXlxqJ0tVKU5LTeMWtNTSkLjUzttSe9LTT+nO26RcBPXRFafERdT7mayW2rLiOOeraUlhbDidy8sDAiFiSjU1FLunVo2Ck2V2qZAi01LTuAFHavrdT3cSpZdsWPQiarq8O844OdhwgXGUA6+Mp5KaLCiBI6kEI6KSeTSSQoWLjU8gNYtIspAX2kVqcu9OS03jFrTU3M0YqcXc40htaUHeBFJLsdIJeQqpFZ7SUtO4Cy01dzOR1JYU5sHzzKU2Ci01TTqhpeZuxkrNrh0qqdVfpNQKpkdqck8tv7KGUjvL7WipadyDlpq7GVdqDZemW2pSUtNS07gLLTV3M5HUsgumWmqqt1wj9vSzSktN4zq01NzNeFIrbqjD0sLCqZVaWH1DVL5fIF0PsaR2mlKLaKlp3IOWmrsZT2qHLlNqRVMsNSmpJaRWo6WmcR1aau7mSVKTBtLJUrMY5vlKLSa2iCnVT/vdT3mhXUtN4za01NzNRFJbFqt+PlepOShRUWqWqaWmcS9aau5mjNQ4jbpIVD8pNa/4ZCqkJkTlRVOW2FJXP8MKLTXNdKKlln5InKmSWmMDlhUVUWphFWvPVWrOuhypxdupaalpXIaWWvqRLLXlhXvgo0PkBfcplZqU1PK01DQuREst/UgttakoqdFeIrUIxaWlpnErWmrpR1xqVyi1IkrNtBBm3GmpaTRESy39GC01L6VmaalpNDZaaumHlppGMw5aaumHlppGMw5aaumHlppGMw5aaumHlppGMw5aaumHa6SWX1mrpaZxHVpq6Udcao31WCbt1KZaalGKK8j16zcKNG5ESy39cKRWTKktLSyC36JHpkVqVZSadBKppaZxEVpq6UdcauqFdi01jWYEWmrph5aaRjMOWmrph5aaRjMOWmrph5aaRjMOWmrph5aaRjMOWmrphyukFuD6tdQ0bkRLLf2YPqnJUKTGDUpJLY9SKzh9VvUtbqWQmp2wNJrni8oQSUwktT4tNdfhGqnlUmr5JWfVzlhhLTXN9KCllv64QmpS/dRS07iBiaRmUmpSm6jroNTytNTcyLRITVD3yUwDYdOMSa1WSU2+pByWLypLFZQjwuiEp9E8L54kNTNiwogYMKJSVgMutbdiSW5CasnrSF5eM/W4QmryQntupV1S01LTTCdPKzXnQUHyOpKX10w9rpFaDqVW8JRSMzWaZ4STpiRDJIttIqnpkpr7mHapRQyn+vl0JTVJiEZUo3k2JItNiKfT2PhoqdW1xaTm8aoHB6mW1UwPrpBa8tNPLTXNdPBzpdarpeY6XCM1qX7mnS5jomAC4U5Y8vSTI9JmTcImJxoH2XmN5nkQT6dE0lqy1OTpZ31Mao+11FyHij/GybRKLcT1766sjkvNtCyYpsBwT5BacsLTaJ4XqaQmJTUtNfcy/VIjIrUckdopLTWNu9BSSz+ejdTCEURJynlPICE1u6QmUss/dZY7xASihDZSaqnWodE8byaSWt+wT+UPLTX34EjtEKW2rKAIvumTWg2lVqalpnEVWmrpxzRLTb4mlZDaePfUUq1Do3nejCe17Nx81aRD/rTU3EOy1KT66aM/UkpN/kaLTWRjygL8LVKToVrhJIlSWPLup0gttzr27mesSYcttbB6EppqWY1mKhhfarlxqaVaVjM9OFJz7ql56aiUn8iTv0lJLSpWlBv7E8soWWrSn1rRqXLVn5r0sSYyk5KalppmOtFSS1MYJz9fapSOEo8MKbJAOAAjHLLFFrZYNeW8J1RNHanZ/anVYu+JsyymccSw12kpqSUvI9t3SJ6u0TwfRkstRKmZTKJaai6HceJIzUMviY+eQmr2/a8IkavYsOlhHdaPgOmnm4KUkoWwSC9pOYeoen0gar8mVVmLopNlSmpSUlP30qyoQoVnOO5bElpsmudPKqkZTK/1bS1YSqnpnm/diZSNDjXUYVlhITxSi6S7Jic1RrQZZiSb8mJ6kBEeQH94AI+DvRgKDiJkBSk+zptAavYbBbXIO13KYiJYwjMpLcpQqrbOsiml5gZGHxcFPylSnxONu0hIjek8Imk8qKRW196MZTk5SVJLFcep0PE+FYjUDlNqy6WkNjmpScRIdZNSY2SL2MKsdoYwjMYOViPP7USvrwsRub82iZKakhqrn7tLStVvg+tVCUCJjKU1IVZqGwkXdwNqH3niRMIU8mjGJmwH+zxq3EuYWEzHZiSkpGZQaiFEcbH9AZbmJ6qf8nQtnDKOU5F6W5pnAPMio0L9Ham7hBUsqQ3LrSz6ZgKp2ZFjidAY2VaYRH2M7AGU/XQAmQVfoGPgvlrGrkbKBieS2nnsZknNlpodnmlJkVpogsxzA87+2CXL0Yw+bk36kOpBgTzYutDRjOz8PJbU7HZqT7pvrJlixBnMk/InUvuOJbVhFjYmKTWTAUOM7CBhKS3qhR99ONt0ANl7Z6D58W21zHgZW56YMtXEqp+U2qlyrkc9J+C6E5gct7F77UiQPM8l8ISOJvlYNOmHKWmS6TUkRCOq/79a+UZBQSH6hmXMviWSalnNNCBxwTg5VFeH74qk+ikFsKeUmkGpBaMeeCm1cy0HkFH4dzR1X1fLSG8bUi1zSnc2Y6W2q7IW20sqINc9LxPRMIcK/vZwmM5IBUWTnkj8DZFB0s/038+qZw9/n3nYjkX796PNG1CSi6fXFMg6JF1rpgY55xJfRfUXsWKfSE1KanhaqUnV04sAq5/n2vdicdH7aO67Zi/D8HZJLbXUnCYdO1j9XFtagW7+7iLtcaLoiBNxKbJveCIPNWmNpMNWxnEL47qZNHH8cPdDfHmoGJf9AU4D7sl85o+2OIjTytLdxETHIVV4TWrkfAGPGCd5jXVYvm8PPHTNU0otwOK5F77IY7QOX8f3P27Con3vYn/ZRpRXnITXOxiTWrLYYlLjdKfxbU5dA95dtwGztmzF3G1bMHs7UcPNmLODQ2HnZsWspKEr4L7N2rFVMXvH9jHM2blDk8bMYhx+tWMbZm7fihnk89078NbObXhx4yZ8lLMbnxTsxCd5O/Dlrh1Mlwy/k+EFtdx2fLltK2Zu3YJ/JjFjDJufwMjlJmLsescn1TrShdHHkBhnXPGcv71yOZbtL6KbouoWwgRSE0EZiEgjW2mLxkJf408lWLPnC8wvegvz97yBjC1/Q/Z3X+DGrQaEgrbMwrJMTGqqSmomvvuZc6kB72/YiH+uW4MvV6/CrFUrMWslhytXK/61KsGXq21mrlqFGQLDTyf/5D7IvsxcuUbzi4NpTaW5tfhizXp8vHYtPlm7jhfgjXh1zSa8T2l9uGsrPuYF+AtK7p/rBUnHGzGDF2mHL8jnnP7Fev7m8HOmdYfPOO3TdevH8An5mNuS7Y0mVfjPBK4red3jIWHTmfhxJ43LOZNz/Pl6xtGq5VhxcB98rBFKg+lJSy0ipbWoD8WlO7Bw64eYW/gm5u19Aws3fYiMZZ+gsroEppEo3Y2UmvTSYanGtztZ/dxYWo6HwSA6/X50e3zoIY89fjweHkkPp3WTLv7uFPjbDTzkvmh+afhU3D7y+vDQ50eL34uHgQDO3L+Pf+Xkoaa/H7dDQdwNBNHkZVV0OIAWTwBtviDa/UF0xJDfbTHafSF0JNHuDaHNk4LhIFo9DM/1jqaD60+JV+B6J4FsN+U60oR2HqswZpznuMUIIU966dhbBC8LTiaA/w9otdlc2rXA1AAAAABJRU5ErkJggg==)
The product of 20 x 37.
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csjSaWTVOp0ViGGaK0woj6e1BfuBz7v3kPrdeqbReI0LTUNL8YmNlUxhWpDbSr9me5M17A99/8AaUZ7+HmMXn9qVNJK9rXjDPrZ+Ji8Rqa0A/LNFlaC4HlPJbmWAKoLFJSe5RWUmPVmlVnT7QLhSXrsW7PQvT47sLk+VBfVPqFSM005cknlxt+hNptC1C64ksMtN/hjkW11DS/HFRzBckgBtOCyUzs60TrlXO4VlKAhoIsfP/1qyjJ/Bh9N89RYoMI9zXhzLoZaDi4lgkoqBK/fC5OvqokUmur2IO8BW+j+34jlUapSTu4Udt0C/aXkaR9WAgmBR2I9uPo2Vysy1mAlp4bCLP8ZrIkKkKQe2+JZSXfpMo7EiaVDCYKb5PcPs1h7DLJjFx+PNTrUurJZwie1gacWv53VO1cxgJ4p3oiKp/PC6s0wPBaapq0Rl31LaZ1llwCrGoFBlh8kcaZzAA9rTi/ZT72//13aMxfjoi/A5HBJpStnYHGYkqNmV59Lk5eXmfGQXAQbeVFKFr4HrruXXa91Gwk88pXmFjWZHX68LE8rNs6D+19tyk1lm4oNZPz06U7pXFhPEsvKvcrc7B33qu4dDQX8LP0bfD45Zue8hk9R2haapr0Ra7izLTy/c0gr9jBEAtgBiLSfsMIwHe3HmcWfYTvM/4Bb9ctYKgZ51Z9gYZD65mCJMPbHSsarOIg2IuOigIUfvsuuu43pJHUTFajWTWLmrj9Qx32H9mKnuEW1eGl/cYB5/8CpBblcUQDXajfuwT7WZpuuVzJC5i8YaClpvlFwcQrGTfkZUnNr4QWDZgw5ePBQWmk2Y17hzbhwNfvob+Jouq7i7PLP0F10QoYpoeZnfmCpT3pukca3975fh32fPsOhjtuM4XF1p9yu+7CbiBMSbMk4wl1IRAZpMxYHZeq6S9CarzEhAOwBn5E9dbZOLT4I1ZD77LkZvGCJlKzq6daapq0R7Vbkl5sIxSY4QECPlYzfTADXlZJh9SbBU0nduLQ139F7906wNuCc2tm4MzWhfB5+1UDW/XNTKmKeptQvfNrfL/i7wj0NnGObCMdMgdLlDwN8qHgiLzrKY89ov6Y1Fha+4VILRL2wdt+HmWMn2Mr/onQQI+Sl5aaJv2JPT2Tp2ucgKHOZty/eg4R70OKbZBV0H5YwQFE+BuBbtw9ug1H5r5HqV1ioulGzfZ5OLHiS/j6H4q2mOnl3tMAgj3XcHzZ33F201cwh7guVj/TQmqUsi01DsMsparSmcjM4RdwTy3KOI8Oo/vmERye+zLKt2TC5MVL7olarIKGpct2LTVNWkKZ0Wa21Bj/kgaar1/E9syPcf/icYBCCxt9CFgeZnKW4Ia7cX3HEhyf91f0N0szjQFcLd6AQ/PewUALS24s1ZiRflZbm9F3+RgOznoLjXvX2e3a5H6ay973fCJOswv+FoGlYswy6YTEdWQALdU7UDz7Bdz4fi+ihv2QR+6pKlj9DivBCXZHBCnX5SKmXmrMOCmna6YVp52TNGkQ8bTfasDOb/6Kc1sWIPzoBuuTPQiFhxmG1c+u22hc/w2OL/4YQx2cBw/azx/Fga/fxP2avRzvRdRkqWzwNm7vXY09n7+OpvIDnM5qrLSRShepKez8kEpowtjwaQTzOii1n0o24PC8l9F6/iyLppwkUlNt8YiW2iTQUnMvIrUYw12tOLNhMU4sfBetpzcj+vgH9ZQM/hZ4rxxBacY/cGLlPHj72plqTAzeq8O++e+jctdiRPpv0V/34b9dgtKln+PA7A/QfaOC4YLcTqxb6VTbdzGphCakCpsuqHZvgV5cP7waJ7Pfw+Nbl2g0RpMhD0jkrQkttScSbzQoraeFpHkadyDxo75NwIRryePLSAgdF05i/+xXcGz+q7h3aDOCP9WivWY/yld+gQPffICqou0ML98E5bL9TTi1eg6nv4t7J7fA03gUZ9d+gfwvX0HpxoWwBu8iCr+6Z6el5gKYz8PSlnCgG1U7F+NwltwfbZTrE689PC4ttfFRUuPVPyp9MymppdqGnCxJJOmX4NMdiR+TVU5DSlHyDQGT00w/zL57qMxZhH1zXsHZ7E9RvepfOPjN+yic+Tb2LJiB+3X2O4JWhDkh2I2mir048NXrODj3TRyd9w6F9kfsmvMqblbs43Y6VRfZ8mGTqOszhuzfyH1MJTRBXazTFEY5MDSEs1sX4WD239DXfF1VPxGQhwNaauOiPoXGq3PUlKcqvEIIvEqI4NR7Z9J6nUJTX49mBjGZWARLpmmeO3Ke5aO90uOrfJBDem6wIiyBRT3wdV1H+c4M7JnzAQ58/Tfksyq5j0KrPpCHwFC/il/5HiYv+aq0Vp2zGltnvINt/3wb+VmfofzgBvh673O9/VyvDyYziUWke6KnRtIGicjrSc8Tnot4+mV+kDzBqTFG/VNPEEfirGfsuY6t3wVECXcIEa8HJ/M3o3DdYngfd7DQzWMIyfug0r0Shzzv6utZCovTuByPcTQyPRWptv2skGOQ+DHFMar0z3giUyQ1JhI5gQYzgGVX2+WCwJ8KKfGGiFRkmD1YSbGHMu5gEAmneT44cZGMKc0vGDOegWZcOnkQp/K3ouJoPlquX4DX06+WY7JHKErhqFiy4B3sRt3ZEny/Jw/XrlxQ05nciLRbs7clcSmhJc6fBlkmoCqxzx8n3cl2nbTq7H8yT5oux/gkUoWfapz9lvi719aCGz/+EBu3j9nZTxk658HZfzkfo3HSTDLO8s66njXOdmXf7C6tOE6mTmrcGsWK1t4BXGxqQWP7Q1zrfISrXQ9xhVzu6kSD4hHquroU9aSBXCaN5MojzdTxCA2POlHX8xANvQ9xo6cTN7rbcKW7GVd6WlH/qJVx9BCNjxk/3QzzqJ1x2Yk7j3twu6cH17mO6z3dnGfH5aVOruthB3kYp/4pkPCXOhPDi4+eI7KdTu5rZxsaH3Wgvr0VF1oe4CIz/8XW1jgXYpwntW0jqW5pRlXzSGRaTYqw00kNOS/xwnxXy+G5jhZUtDUrylsfEA557BVCbPq59pYxOPPiYbhcpaIFVaT6mfMAtc0PcOkBaWnCj9x3Q9rX0W5TJjV1T43rP3axDq/PW6B4c8ECvLVwPt5cxPFFC/H64kV4LWMxXiUvk1cyhQy8kpWBl8lL/K2ZOv7C8/9C1iK8kJ2Fl7KX4MXMRXhxyUL8mbyQuQB/zl5EFuMvSzI4j/GWlYk3lmQx/jLwRuYSxmUWXl6ciZczs/DnxQyXtRgvOmQswl8WL8RfMibPiwz/EtOISheSPp4Tsv+vqv38Fq8tX4zXV/BYlmUqXuW5eG3pErxKXl6ahVeW8feybLy8IsErMlzO+S7G3m/+ZtxJ/npj2VJ1bK/IMWUzzmK8JDCMDGX8lWWMXx7vaNRySbzMcC9x+NLSTLzI5V6U4TPkL8sYT0sW468LF+Md+mN1USFCUhukY6a0+ilFxoN1DZi9OxdbzlViS3kFtp0pw5bSUmwWzpZh09mz2FRRjk2V57DhXDnWV5zF2nNnsYasrtRMKTz/qxgPa6ursL6qBusqK8k5rGH8rCovwxoJI8Nyxk95OdYxPjdKGI6v4/jasrPYwGlbZBqXkXh0kGXXVnKZqnOTYj3ZIGmCbORvSR/Piw3nKriPZdxmObJLjuPjnVu4v0ynF2pILTadr8Fm/t7K3zJt0/lqbLowkg21Va5mY4ytNVXYVl2NHedrsY3HtTUVPMZtFzmfx7v94nnsuDCW7Vw+GTk3Ci635Tmw+VINtnO/is5fQPaBfVi7by+C8gCSjpkSqdkd0kVU3Vp2YmtlNR7xt3y+YiBGH+lPQsZ7k4by/R7N1NIzCokvme7EiRNXEn/JQ5nnINMGyej4dWOcOsfoIPt8qfcxMplp7oXDap8ljBNexkcfVyqcNO5GnHiS43DOwXg4xz0a55yMJlXYZ4Xss4ecuHMLy/Pz4LPk0c0UltSMqNxyBnJ5VdhcVooh/vZw2jB3w0s8xE+CUSuGmfRbM13Ip/L8ClMNg1GJoxiMW0G+ERoUGJ82UTUMKOxwIU6TT4SOJugS5OGUj0MPokybYabLiJp2qbkFi3Ny0eL3qwzkYRifhI2Flwda9kMtHrOgjtM+VoOYsZvXDvI5ADdhxJAP7fu5f3JMo/EnkWr+eASE2Dl65nDdXg4PNtZhSf5u+FgblAcHUyI1ac9jqOdoQF4Ni41lZWqngpJZOCcYNdQwFAkx4qU5weihxl2MjhcZJ3KlTELGpZmIpZrsyMVNHrnbT6lGItNl/njYj+tTL/8/R9rPSXdJ0rQlJN0uUeKSQS43NyMjNxcPKTX1JI+ZPyGoqL0c90/a+SmS9lmaGERHMeLl8GlHbgvZzTXsl/afPRYvas8cnluFXDwYJwcbLyGrIAcemcbxKZWaPBrOr67BTkpNro7S5bMIzWDGCKhh6hOjSQ9UWyEhlmlkXKQmHUbaCVEkkJBCPHHG0sj4JCXmMev5n2OLSI5BPkTCS64VVPdnLrfYUuv0+Vh+42RLxAQeJ/eBEpT9EZFJTUSh9k8yH0XO2oZ0NplM/EVxVxAi0sjWJvI8YN5+9si5tNsSyn36Q1cvYUlhrpKajE9p9VNKZ3mU2u4zZUwITCCmxSGv9JZdWrMb3CYn3kQC0bifEfHODC9Dadg7Mj4TIhk5XeJ9PJLDPnup2fstMmZ5zBRC6ml9Q6sttQ7/MC/MtqTV0/ykUsMIqanpcj4YWvphk282uBbun5KExJ391fb0IUzsto+HrrL6SakN8xikbeXUSY1DkVo+q585lBoveExATBByxZAW5iI3SQxjErCTSDSuZ0S8OYyenloq7oBpNbl6xvR6ubUFi3Pz0OIfULdIAqxvhNQ/Q8FUq2TnCE0+NqO+pylSY1j5Glck6ncp3DceM6MI3O04qg6XBsi+itSK5Z7alEstVgWRG69yT82RmnpFikVJMa+6+lFgiXsoych0jdsZKS8HmZccl7F7Y7zKMkn8TJz7a88Wtb8sYTo9lUhJTaSWkZuDNv8gFUWRsYRjUAZBSsHWm+rf1xabDJXUbLHZ1c/RVSe3wTzIcyo4UuNupwFyGyDKc06pXamn1PIwzAISj2jqpZZbO1JqUcrM7sfLJtXymvRgpLwSpAqrqqeUU5xUYUaQFHZS4Z+e+P46+8b0qqqfebvwkNVPKorSkw4wA5SbSE205kgtRlxqdhU1nTpocPrUSxekND1SalJ2niKpWZSaYUkfDbbUdpWWqWIjY53zR92L0WimFfv+kvrNJFrfeh8Z+TsoNa9Ks5KW1YeOWWJTpTZOjQstWWqxEurY9WueFXKrQKSmmnQU5k+t1OSRsTzed0pqO8eTmroS28Vhm+ewPxrNExkptTqRWt4OdGqpuY4RUivIh8diKZr/plRq8qAgR0tN42psqclX6uVvtNTk6acRE5qW2vTiKqk51U/7QYGWmsZNaKmlC3GpXa6n1AqmWGpMJBLB0vg2t7ZWSU2eykrX0fIQYURYLTXNtDK+1KSBuJaaO9BS02gmRSqp7USnz6vSbIhSc4SmpTa9aKlpNJMitdQeaam5Di01jWZSjJZaE6W2C10+j5aay5g2qdkvORtaapo0YbTUHmipuZRkqWVNmdTC9oalRwD5pqR6+llTg53yQrtsy3KkNrrlteyDQ9L6NJrnjiM1XlH5Z0ttd0xq0i+c/aqUltr0I6+yKak1NiC7sBDesLzbYU2F1ERco6RWMlpqdkJKuQ6NZkpxpCblMkdqOTGphbXUXIScX5FaceNlLC0sotQkBsLPX2qWKW3UaNCY1HbXVKcoqWmpadxCCqnl5iqpUVNaai7CNVLLqa7GrpJSblykJmG01DRuIiE16aWjLtafWrffy8pnVElL+oJI/JPubmIiS0J6LUm9fs2zQqQmhaPiK5eRXfQcpBZ/cz55+qjqpzwoyKuK9dLB39Kf2tNKTQ7EIdV8jeZpSE5PNkyvIiUijwrqWluQmZuHHi011yHxNU1SSzwokKJiflUt8ig1uQ37c6Xm9NWVar5G8zQk+n1ziEmJJKSWr6XmQp6P1GIiS0amJYeRJh2WbCz2+LWAUssvKVNFe+mONyG08aWWLDOHVOE0mvFIlY5Gklpq3bF7atL9vBHrpUN667B7udVSmw5GSk2efj7DklpcaLFxJ+Ekxnk143zZgaLqWhSypPZzpaa+3BP7nbwNjWYyjJZa4tsCDvYNfyl9aam5m4TUGrC0qGAiqTmkXtkYYiW0ZPHIUMbtMAmp7aXU8k+VSq9DqudK+YLP2HZqNonl5bd0Fy2JykZ+O9vQaJ4GR2jCRFKrd6qfPi8vxJK2TUKxRQ01dKTm3IeLw/SZnJY1zx6JS3GKfCJPuh6ypfakTiKd1vxJK5AW1snjgiMVJ4HIdw/jiSNpvpIaBSY7sK/qPHKOlbBKitiTUZHa2HU767WXl6F9BZQvTqmvTgmxMBrNz2Wk0ISE1OS+b317KzLyC/DYK5/Nle8YJEpjDqqqqmoayWipPW+UIxgr+xvOIzMvB74w44Nx9ESphS1GoCULRhlpMaT0JiUyEZTc+GciUAmD00I0ZDCO/aVqgyuScEpqsQcF+2ouYPfRk5ympaaZfiaSWp2WmmtxpHaAUsvK282SGuMjldToJEQZmyalJp+iD3B8gDwmQxyPGFFEDUqM9ccAxRXiioOk3wyiywqilyvoIX1cuU8Eqb5vb6pvFEg7tT0sqe3+/hToOJgGi/KcJw8T1DuiyTsrqG8ocp4ajk1MUjIcnUg1mvFQ92SZbhwmklp9exuy8wrQ7xGp8WJPWTkXWNX8Q8krFWMzoebZkiy1zNyd8LGAJIWvlFJjnCDA0pcnCvRzUgu5TMNdHQrAx+JW2GRJjPN9FJefK/YwMXQxgtsZ7hZFdXFgEPe57DDHLflqMcUVpNTkGwVFlbWsfp5WUrMcqcm9NeLsbDwRPkFmDpIIkxOsRjMRIz88nIqxUluWW4CBYVtqdmay059dIhub2TRTgyO1g5drkZG7nVIzniw1k9XMQS7Qw9HK9i5knKrA27v34O+78lHX0aUa0QY4388VeCmeXkb/I0472/4QMwoO4K31O7CitBIdDCOlMymFidTka1JF52qQe6yEOyXCY+LRUtNMIU8rtboOLTW3EpdaQw0yc8aTGv/8rFqK0E4/uI8P1q7Hf2csx68zV+Lf5i/G3P3F6KCgRGwhrmCYPGSJrZ6ls0+35uF381fgV7Mz8fuFy7H2dDnDskTHjQcoNltq1cg7foY7JSU+Jhy5b8eqruDsbDwRTiC15MTqMHGi1WjGY2KpadxBvPpZX83qp0iNccYaYmqpccZ9M4Sviwvw27lf4p3lK/Hp5nz8ZeUm/G7JMhy9fYeRLiU6YJDDNrL9UgN+/81SvLFoDWZt24u3lm3An7OWovj6LQxwvtx383BYQKnlnygFXWg36dBS07iKkVK7FJPaoJaaK4lLLW8bpSb331NJjRNFPoW3ruI382bgHysyUHP3LpqGA9h+/ir+c1E2vi7Yg4FgCKylYoB2uk/5fL67AC/MzcaRC9fRGbRw+PJN/D5zCT7P2Y0HAT8TCiDJQkntJKXG3/KaVCqpjX5Q8ES5OeE0mv8hiQcIWmrpRKKkJlJ7UkmNE9tZVZx5dB/+OGcGLt+6yUhmNdM00GKEMWf/93g9azl+au9U98rkYUBNbyfeWLUWC3MOwENJhTitl2ufe6QY/7U0E6fv3FEbl+pnYSWrnyfOxEpqqaUmxMUWZ/JSS16PRjMZEumNQmPa0lJLD5x7ahk5W+Edr/p5z+fDu5vXYRYZ8nlhhE0EDQPDFNCOC1fxMktr1+49YEktoqRWdOMKXlySjaLqelUt9YRM9aTzaEsTfrMkExtOlchq1TQtNY0b0VJLTyYttbqmZrz87bfYV1kBK8wIlnY3YXsFh+48wB/nLsTNphaW3yLqftmqigq89d1KND7shp/12mFWTYcY/i5Ld+/t3IFZ23LgD4XUk9D8c5XIOV6iNi7d8T5JaoIktERiYxV0FM780Yxej0YzEZJuniQ1aaemHxS4k0lL7WTtRbz6r9m4fO++GjelpS4FJCWtgmt38OcFGar6KXXVbq4k49QZfLhhAx6G5G6E/VTUT+k85u+5x07gtW+z0dHdLa1FUFjNktqpUvV7IqkJicQ2llThNZqfw5OkJk8/tdTcy6Skxmm43dyGo5Xn0TPkUf2gSbdBIREY5y09U4E3s7/D/c4ursBCB9fyrwNH8OnmreiLRNUDAZGavGnQy98rqmrx+qLluEVBSiIprK6h1Mq01DSuQkstPZlQahGKSyI2yNgMcaY3aMAwLfWGgbxdcIvR/OHu3Zi1ZbctvKiJ+4EQPtq9B/ML9sNHU8k9NXlQEIjKq1KUWmUtJbgKjT/9pHagoLIKuSdLuezkpKbRTAXjSW2JlpprGSE1acifSmryaDtosvoYpJgoHIuhGM/q3tmuW1fwm0ULsfN0BSOeAmTU3/H48NaWHKw8cgbGKKnJMktKK/Fa9ko0Nt2zq59VVcg7WaalpnEVo6UmN1KYRNVrUkvytdTcyqSlFqJgAob9fqfIRgTUxflzj+zHC4syUHu3WUW4fEfn+uAgXl69BTvOXhwhNXnjQKSWfbYKry79Do3376krX0FVNXJZ/aQ3tdQ0rkFLLT2ZhNQoGpbADApGeuEwiCW/Of384268ufY7/H3VOnR45KOhUlKzcKW3F39YuhY5VZcZHmq6NGIMEXkZfml5NV7JtqUmO5BPqeVQanLvTR4+aKlp3MBEUuvXUnMlk5OayIqykT7STApH7qcNUnRbL9bgP+fPxbpDJ+HhmoyodPpo4sbQAF5aswW7qyk1rlCSgvPKyRDXl02pvZy9AleammIltSpKrVRLTeMqtNTSk0lLTdqlGZZBTFX1bPJ6MbNgN15cvBj19zsR5JpC0n6Nq7zlGcQbG3dia/lFBBhW9VElyxN53SqLUntp6Qpca7alZpfUtNQ07kJLLT2ZUGpR/mNQ+w0CM4iAZXcXdLDxMl7M+BZbTpRiMERhmVI9lXJaGDcGevHa+u347thZluDs3m5DTBgGpSf31L4tKcfrK1fjdmebut+mq58aN6Kllp5MKDXnT6TkYwDpreNBIIDZu3bizYwMNLZ1KRmZhohPPrgfxu3+XrxOqS0/VsaSGWXHBBEUqVGO0vh2zuET+Nv6TWgZ7FVSK6iu0SU1jevQUktPJi016SZo0AyrboWO/3gH/zVnFhbvzkcfS2nSzMNktTQUDlFSEdwbHsLb67Zjdt5+9LBkF6ToAiI2LvtDwIcPtufiK/LYCqhpBdW1yD2pn35q3IWWWnoyealxTi8l02Ra+MfOLfjNN3NQcvk65HMDIYMlNCuopGZQYK0BPz7ZUYj3V29GB+f5Oc3HTYnATjffxX8vysZ3B46pUpx6zaqqRrdT07gOLbX05CmkZn+boLytHX9YmoW/79iC9iHqinVGyxKpBZTUpKrZwxUvPHQSLy1egTtDw0pewxSb9N6Re6MRv5ufiYLy86ovNSFfeunQUtO4DC219GRyUuNEed3pLmUzc+8R/HbBEuReqlNCUiW1SFRVTwORcOzjK8COusv4zcIs5F25BukGXN75vB4x8MHBffhz5nKU3/xJLS9PQ/Mrq5BzotRuqMvqqqm+UxCTW1h/hUczPThSk48VG0y7oajcFQbq2lqRJV+T0lJzJZOSWiQqJS2g8NZt/L+s1Xhrw25c8QUoqyiGVCnMflOgnyscCoXVw4TK9g785bvVmFl8BLc47wHJa2nCr1avwUebduDHfo8Smi21SuScLNFS07gKLbX0ZNLVz+aAF58VFeF/L1mJrT88wB1Ou0tuBgK45vXhwuM+FDfewNWOblUCa/L4KK8t+OPq1dj84w/Ie/AAb+zahd+t+A4rjp5ER9BQDx1EiCK1XC01jcvQUktPJi21s7dv4k/LluP/LluL7y5ex4b668gsrcTfcvbjjU25eGX9TvxmQTbWn6lQPXGobxqcv4Rfz1+A361ZiRe3bcavMxbjteUrUX6/GQPcUH80osRWQKnlnShRVVn5mpSWmsYNaKmlJ5OWWv7xE/jToiz8R9Ya/HruUvz+25X4z4UrKap1+PfM9fjN0i341ZzlyNp3HN2x+2qtgRAWFxfjPxZ9g3+b/xXe2bAGB67eUC/CyzdEByL2wwO7O+8SWJSa/d1PLTXN9KOllp5MWmo5R77H72d8hT/My8ILczPx0rcr8PKStXh5xQa8xNLbq8vWYea2Ihyuu46+aFRJTWj2+ZBTVYFVx4pR19mu3v2UpCAPFYZjr01pqWnciJZaejKx1DhBIrL2hztYVbAXW78/heKLDSi5/QMqm1tQ1d6OmpYW1JF2v189MBigiIxIVHVX5JcqpVqRPZQ3CCzOk6+v+y1LSU0+kScfM9ZS07gJLbX0ZEKpcVxF5HDIRK/PQH/QwiBFI6UwaTgr0SorkXBBTh+WxrZys5/ikntkASOimnxIbx30FBMJ5cbxiMWEQmQ9BedqKLVSLTWNq9BSS08mlhonCEbIQkheWqdsQoZJYUUQELlRTEHay6DsQoEQgsEQhRSmjKKqRCb9r8VlRmkJEU6PhplQiP2JPC01jfvQUktDxDuMk4MNtZTaNnjopzFSo39UQJGY3UEkx1mHFKQDSKli0kGIhDiPpTkFZ8jbAKYKz1KZiCyZuNSsuNTyT2ipadyFlloaMkJq28dKjb+hOoiMShVSug/iUImH04nIjKU7MK5pOE7juEhMZOYITeQW5fRkZMOyEvnMXlxqJ0tVKU5LTeMWtNTSkLjUzttSe9LTT+nO26RcBPXRFafERdT7mayW2rLiOOeraUlhbDidy8sDAiFiSjU1FLunVo2Ck2V2qZAi01LTuAFHavrdT3cSpZdsWPQiarq8O844OdhwgXGUA6+Mp5KaLCiBI6kEI6KSeTSSQoWLjU8gNYtIspAX2kVqcu9OS03jFrTU3M0YqcXc40htaUHeBFJLsdIJeQqpFZ7SUtO4Cy01dzOR1JYU5sHzzKU2Ci01TTqhpeZuxkrNrh0qqdVfpNQKpkdqck8tv7KGUjvL7WipadyDlpq7GVdqDZemW2pSUtNS07gLLTV3M5HUsgumWmqqt1wj9vSzSktN4zq01NzNeFIrbqjD0sLCqZVaWH1DVL5fIF0PsaR2mlKLaKlp3IOWmrsZT2qHLlNqRVMsNSmpJaRWo6WmcR1aau7mSVKTBtLJUrMY5vlKLSa2iCnVT/vdT3mhXUtN4za01NzNRFJbFqt+PlepOShRUWqWqaWmcS9aau5mjNQ4jbpIVD8pNa/4ZCqkJkTlRVOW2FJXP8MKLTXNdKKlln5InKmSWmMDlhUVUWphFWvPVWrOuhypxdupaalpXIaWWvqRLLXlhXvgo0PkBfcplZqU1PK01DQuREst/UgttakoqdFeIrUIxaWlpnErWmrpR1xqVyi1IkrNtBBm3GmpaTRESy39GC01L6VmaalpNDZaaumHlppGMw5aaumHlppGMw5aaumHlppGMw5aaumHlppGMw5aaumHa6SWX1mrpaZxHVpq6Udcao31WCbt1KZaalGKK8j16zcKNG5ESy39cKRWTKktLSyC36JHpkVqVZSadBKppaZxEVpq6UdcauqFdi01jWYEWmrph5aaRjMOWmrph5aaRjMOWmrph5aaRjMOWmrph5aaRjMOWmrphyukFuD6tdQ0bkRLLf2YPqnJUKTGDUpJLY9SKzh9VvUtbqWQmp2wNJrni8oQSUwktT4tNdfhGqnlUmr5JWfVzlhhLTXN9KCllv64QmpS/dRS07iBiaRmUmpSm6jroNTytNTcyLRITVD3yUwDYdOMSa1WSU2+pByWLypLFZQjwuiEp9E8L54kNTNiwogYMKJSVgMutbdiSW5CasnrSF5eM/W4QmryQntupV1S01LTTCdPKzXnQUHyOpKX10w9rpFaDqVW8JRSMzWaZ4STpiRDJIttIqnpkpr7mHapRQyn+vl0JTVJiEZUo3k2JItNiKfT2PhoqdW1xaTm8aoHB6mW1UwPrpBa8tNPLTXNdPBzpdarpeY6XCM1qX7mnS5jomAC4U5Y8vSTI9JmTcImJxoH2XmN5nkQT6dE0lqy1OTpZ31Mao+11FyHij/GybRKLcT1766sjkvNtCyYpsBwT5BacsLTaJ4XqaQmJTUtNfcy/VIjIrUckdopLTWNu9BSSz+ejdTCEURJynlPICE1u6QmUss/dZY7xASihDZSaqnWodE8byaSWt+wT+UPLTX34EjtEKW2rKAIvumTWg2lVqalpnEVWmrpxzRLTb4mlZDaePfUUq1Do3nejCe17Nx81aRD/rTU3EOy1KT66aM/UkpN/kaLTWRjygL8LVKToVrhJIlSWPLup0gttzr27mesSYcttbB6EppqWY1mKhhfarlxqaVaVjM9OFJz7ql56aiUn8iTv0lJLSpWlBv7E8soWWrSn1rRqXLVn5r0sSYyk5KalppmOtFSS1MYJz9fapSOEo8MKbJAOAAjHLLFFrZYNeW8J1RNHanZ/anVYu+JsyymccSw12kpqSUvI9t3SJ6u0TwfRkstRKmZTKJaai6HceJIzUMviY+eQmr2/a8IkavYsOlhHdaPgOmnm4KUkoWwSC9pOYeoen0gar8mVVmLopNlSmpSUlP30qyoQoVnOO5bElpsmudPKqkZTK/1bS1YSqnpnm/diZSNDjXUYVlhITxSi6S7Jic1RrQZZiSb8mJ6kBEeQH94AI+DvRgKDiJkBSk+zptAavYbBbXIO13KYiJYwjMpLcpQqrbOsiml5gZGHxcFPylSnxONu0hIjek8Imk8qKRW196MZTk5SVJLFcep0PE+FYjUDlNqy6WkNjmpScRIdZNSY2SL2MKsdoYwjMYOViPP7USvrwsRub82iZKakhqrn7tLStVvg+tVCUCJjKU1IVZqGwkXdwNqH3niRMIU8mjGJmwH+zxq3EuYWEzHZiSkpGZQaiFEcbH9AZbmJ6qf8nQtnDKOU5F6W5pnAPMio0L9Ham7hBUsqQ3LrSz6ZgKp2ZFjidAY2VaYRH2M7AGU/XQAmQVfoGPgvlrGrkbKBieS2nnsZknNlpodnmlJkVpogsxzA87+2CXL0Yw+bk36kOpBgTzYutDRjOz8PJbU7HZqT7pvrJlixBnMk/InUvuOJbVhFjYmKTWTAUOM7CBhKS3qhR99ONt0ANl7Z6D58W21zHgZW56YMtXEqp+U2qlyrkc9J+C6E5gct7F77UiQPM8l8ISOJvlYNOmHKWmS6TUkRCOq/79a+UZBQSH6hmXMviWSalnNNCBxwTg5VFeH74qk+ikFsKeUmkGpBaMeeCm1cy0HkFH4dzR1X1fLSG8bUi1zSnc2Y6W2q7IW20sqINc9LxPRMIcK/vZwmM5IBUWTnkj8DZFB0s/038+qZw9/n3nYjkX796PNG1CSi6fXFMg6JF1rpgY55xJfRfUXsWKfSE1KanhaqUnV04sAq5/n2vdicdH7aO67Zi/D8HZJLbXUnCYdO1j9XFtagW7+7iLtcaLoiBNxKbJveCIPNWmNpMNWxnEL47qZNHH8cPdDfHmoGJf9AU4D7sl85o+2OIjTytLdxETHIVV4TWrkfAGPGCd5jXVYvm8PPHTNU0otwOK5F77IY7QOX8f3P27Con3vYn/ZRpRXnITXOxiTWrLYYlLjdKfxbU5dA95dtwGztmzF3G1bMHs7UcPNmLODQ2HnZsWspKEr4L7N2rFVMXvH9jHM2blDk8bMYhx+tWMbZm7fihnk89078NbObXhx4yZ8lLMbnxTsxCd5O/Dlrh1Mlwy/k+EFtdx2fLltK2Zu3YJ/JjFjDJufwMjlJmLsescn1TrShdHHkBhnXPGcv71yOZbtL6KbouoWwgRSE0EZiEgjW2mLxkJf408lWLPnC8wvegvz97yBjC1/Q/Z3X+DGrQaEgrbMwrJMTGqqSmomvvuZc6kB72/YiH+uW4MvV6/CrFUrMWslhytXK/61KsGXq21mrlqFGQLDTyf/5D7IvsxcuUbzi4NpTaW5tfhizXp8vHYtPlm7jhfgjXh1zSa8T2l9uGsrPuYF+AtK7p/rBUnHGzGDF2mHL8jnnP7Fev7m8HOmdYfPOO3TdevH8An5mNuS7Y0mVfjPBK4red3jIWHTmfhxJ43LOZNz/Pl6xtGq5VhxcB98rBFKg+lJSy0ipbWoD8WlO7Bw64eYW/gm5u19Aws3fYiMZZ+gsroEppEo3Y2UmvTSYanGtztZ/dxYWo6HwSA6/X50e3zoIY89fjweHkkPp3WTLv7uFPjbDTzkvmh+afhU3D7y+vDQ50eL34uHgQDO3L+Pf+Xkoaa/H7dDQdwNBNHkZVV0OIAWTwBtviDa/UF0xJDfbTHafSF0JNHuDaHNk4LhIFo9DM/1jqaD60+JV+B6J4FsN+U60oR2HqswZpznuMUIIU966dhbBC8LTiaA/w9otdlc2rXA1AAAAABJRU5ErkJggg==)
MathematicsGrade-4-
MathematicsVideo
The total product.
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)
The total product.
![](data:image/png;base64,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)
MathematicsGrade-4-
MathematicsVideo
The product of 3 x 40.
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)
The product of 3 x 40.
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)
MathematicsGrade-4-
MathematicsVideo
A factory manufactures 90 donuts in a day. The total number of donuts that would be manufactured by them in the month of December.
A factory manufactures 90 donuts in a day. The total number of donuts that would be manufactured by them in the month of December.
MathematicsGrade-4-
MathematicsVideo
44 x 17 = ____.
44 x 17 = ____.
MathematicsGrade-4-
MathematicsVideo
The product of 41 and ___ is 492.
The product of 41 and ___ is 492.
MathematicsGrade-4-