data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGgtJREFUeF7tnQd8Ttf/xz/ZskiQxJYIIVYIktha5VcU1SptUVWULhTV1qpVGrO21lbVaktIzdpCECNG7Roxg0gE2cP/9TnxxJPn3pAb15/EOa9XXvHkOffccz/37fs9+2v24MGDB5BJKvCcFDCTAD4n5eVthQISQAnCc1VAAvhc5Zc3lwBKBp6rAhLA5yq/vLkEUDLwXBWQAD5X+eXNJYCSgeeqwGMBTEtLw+3btxEZGYmEhAT8f49ZP+5+ZmZmQjjmMfxb7bNWdW1tbeHm5gYXFxdYWFhovVzm16hAtgDeuHEDoaGhsLe3Fy+kQIEC4kUbXnh+/E3tkpKScPPmTdy9exf+/v4oWbKkRklldi0KqAJ48eJFHDhwADVr1oSlpaWW8vJNXlr/o0ePwtvbGxUrVsw3z/WiPYgCwPj4eKxduxa1a9eGubl5Zn2PHDkirAN/3N3dUbp06SzPcuHCBZQtWzbLNWoPu23bNly9ehWdO3d+0bRQ1Cc9PR2HDh1C8+bN4ejo+MLXNy9WUAHgvn37hNUrUqRIluf55ZdfhAtu0aKFcEtsG9JVubq6Ijk5Gb169cKSJUuEqzZOBJruvESJEkhMTES3bt0wf/58AXFsbKzImpqailu3bonybWxsUKhQIdHu5DX8XbRoUURHR4t8dnZ24n5WVlZwdnZGVFQU7t27hzJlyjyTNhvryGd99dVX8+L7feHrrABw9erV8PHxUbT1CBfBJEyNGjXCpEmTUL9+fQHRm2++iU8//RQ//vijaDfRSrKNSOD69OkjXPnJkyfRs2dP8dk037Vr19C2bVt8+OGH2LNnD37++Wd88MEHWL9+Pd555x1xr9dffx1dunTBihUr0K5dO4SFhWHq1Kno3r07GjRoAA8PD3Ts2BG0Wnq3VWn9+Ywy6a+AAsDly5fDz89PcSdaQAOALVu2xNKlS7Fr1y589NFH6Nq1Kzp16iSAoUUy9F5pTelyJ0+ejPbt22PMmDHo16+fIh8BHDJkCAj/G2+8Ad6LMG3evFl8/umnnwSQ69atEyD8888/+N///ifyvfvuu4iJicGIESPQuHFjAb/e6fDhwwJ6mfRXQAHgsmXLEBAQoLgTgTMAyDbRsWPHhGUbPny4sEq0VMxjPCRCsIYNG4ZRo0Zh8ODBCAoKEgARVLpcQzLk+/PPP8X3f/zxB5o1a4bZs2cLwNesWSMgX7VqFTp06CA+E8x58+aJspycnMS9+Z/H4Nb1lIoAvvXWW3oWKct6qIACwF9//VUVQPYICxcuLCwcXfSJEydw8OBBNG3aVIC4cuVKODg4iGvpeg2JPeqdO3eKTgfbbL///rtoB7JtZ0hsw+3du1dYPd6frpjWkG29lJQU4Z4JF60sr6crXrx4scjH+7IDxL8VLFhQDJ/oneiCJYB6q5pRXo4BZGYOzLKNxd4xhykMA7X8G91uSEgIFixYkOmCaa1atWolrCJ/eA1/E0haL4O1ZL7WrVuL6wzjiyzTeCDYdFCan03rwfKfRaIFfPvtt59F0S99mQoA6crUXHBOlWIP1hgcWjdaMdOU03w5ve+zzEcA2YaVSX8FFACyYa8GIIdloiOv4NKZf5EqgMo/W0mSUtLg5VsP5hbqg+4EkG1cmfRXQBVADqWYptT7Mdg06j3UckpAAaMp0nQzCySY2yHN7MWfMTFHOqzTE2GdnrWnzDHF8h9Nxk2XWqrWmm1ACaD+8Km2ATnep2YBz4Wug+uuQHgVsQKXAaSYWeGUXXVccqsPe5cysLRzhJmZ+aPFAdxsZzR3DJPPz2MuOT01GfG3r8P25jH4xITAKS0mU1VLn7aIbTpUtRdNC8h2qkz6K6CwgOxdqgF4escqVAyfhpIFLRBn7oCdxdqjbEALuLoVzzL0wvaf8RSeHlVOTEiAhY5z0gnx8TgRvg+ep5fCM/GMqKJltZa423yUGFM0TbSAEkA93qSyDAWAixYtQt26dRUzIQYAixe0wma3jvBq1hkOJvOjHCe0sTDDurlTEHn6GB6k69ArNTODh48fGnf9Qgzv8MewNMww48H7cghGS2Iv+8j+PfA5NhWuKZECwNhmIwWApjMpBJBDRDLpr4AqgGoW8MzO1cICxrtWRkzDQfDwLK+ojZ2tLdZOHwOnkF/g4WAuXLUeydLSAmXHBCHKsZQYwOZ4o/GAN6EpXry45lslJyfh+N9z0fzWn1kANC2ILpgzLjLpr4ACwIULF6q64LMhwQLA0+7tUPWd/plW4v79+5krRWwLFMCCT95C69RTsDHXC7+Mh3bp+QNiqzUXc9EcEDd281wUUaxYsVyp8++RcNTeNwzOVRrizmsjVF0wAXzvvfdyVb686PEKqAKo1gv+b9ffAsDDdYagTpPXxYD0pk2bwJmOzz//XMxa0ALO79ka7czOw+oxAJpZWqPYl7MQf3QnYjcuydE7IoB3qjYTK3BMASSUXDT7uJXR2a2cvnjhAgrvGItKXhUEgFx1o9YGlADm6DVpzqQAkDMZai7YAOCBBuPF95cuXcLZs2dx+fJlfPbZZ4iLiwOXsy/IAYAlBv8Ce9+muLVkNO4Ez85RpV16jsOdqs0fC2COCjLJdOXKFdhsHY8aFUojpul32VrA999/PzfFy2ueoIACQK7VUx2G2b1GWMD99QMzv2dngHOztIAGABd+3OaJFtDBvwUKteyBuIObNQEYU+WRBeR92flg54AWkOsSc5MyAJyAml4ZAKpZQLpgzkPLpL8CCgA5R2sA0NAb5G3Ph64VAIbV+yHzezb+uWjAYAHpghf2avtEAFleyRF/Iu7Q1hwDWLTnOMRUfk1YQM7KcBECf3OKjGsNuYkoN4mrs2kBa3qVEQBy8akhGZ6fvWAJYG7UffI1jwXQ+HIDgPvqjssEkCtPtm/fDrondka4WnnRMwQw2rup6AVzhbRhvJFtu+vXr4u/5SYJALdNgK9XGUS/OjxbC5gXthDk5vmf9zUKAOfOnavqgi/sWScs4N6AsVm+Z7uPq1BEJ8TODos/aYd2OPfYTggf2sLRGQ9SkpCeGJ8jDdgJiar0ilgORtiMe8F0waZbCHJUKCD2pxTYNhG+FTMANLaAhjLogrncSyb9FVAAyOXwam3Ai3vXCwD3+H+f7WqZ1OQk7F8wHv7n1sHy4b5dPapsZmGFYqNW4qpVEdFJ4AYh4x7vnTt3ng7A7ZNQ6yGABNw00QVLAPV4k8oyFABy+bvaTIgBwFC/MdkCSHdY0N4OBa8dR8rFf/WpsbkFbLwDEFvEQyw2paU17Dkxngmh9c1NogW03UEAy+L2K8OEhVWbCeGWAJn0V0AVQDULGLFvg7CAu+uMfuJ6QbbPjC3U01abY478eRYpA8DJqF3pEYCm96EL5pYAmfRXQAHgnDlzVAG7FLZRALir9qgnAqh/NZ9diQTQbicBdEdUk6HCAqoByOX/MumvgCqAajMhl/f/IwAMqTUy3wFov3MKantnAGi8WcogN9uAEkD94WOJCgC5E03NBedXADkQbR/yI+p4u+NW4yHZWkBupJJJfwUUAM6aNUsVwCsHNgkLuNN3hPj+eSwo1XvDOcsjgA67CKCHADA7CygB1B8+VQtIANVc8NWDmwWAO2p+l/9ccMiP8KvsgZuNBqsCyE4IT2CQSX8FFBZw5syZqhbOAOD2GsPznQV03D0VfpXLCQA51ac2DCMB1B8+VQtIANUs4LVDW4QF3OYzLN9ZQMddU+FX5RGAar3gHj16PJs38JKXqrCAM2bMUAXwevhWAeDW6kPzHYAFaQGreAoLyGk9NQCb1vNFuSq1XnJc9H98BYDTp0/PApihs2EAcEu1IfkPwNBp8K/iiRsNvxUAmi5s5TDMieApGDR9FYq7e+n/Fl7iEhUATps2TRWwyMPbhAXcXHVwvgOwUOh0+Fd9BKCaBfSInYZtBx3w7ew1cHTO3cqbl5izbB9dFUC1NuCNI9szAKzyLfxVTs/Kq+JyJqTQnukIqFoekQ2+ydYFf1xjGX4Luo5Ldyti4NS/YGllk1cf+YWqtwJAHvqoBuDNozsEgP9U/ibfWUCnvTMyATQ+tcvwpjgM09v3N6SkPsCM+ZdQyLMtun0zBWZGRxi/UG81D1VGASBPL1WbCckE0PvrfGcBnffOREC18rhe/+tsLWDnikvhYG+B+3Fp+GH6BTTqOBzNO/bKQ6/6xayqAsApU6aoAnjr2E5hATdUGpTvLKDzvpmoW62CADA7C3hz21gM7usBKyszXL+RhPGzrqHbsPmoXq/Zi/lm80itsgXQdKrtEYBfISBAeXJCXp2a41Rc4X2zULd6BoBc3q82EJ1yMRRFzMLQ6a2M/ccnzsRh7u/3MGBqEEp5Vs7yui//dxxnj+xDk3Yf6n5MSR7hKsfVVADI85zVXHDUvyHCAq6v+JWijWj6wkzv/iJ/z05I4bBZqFfdC9fqDcrWAr7b/k1816U+Bn/uhuJuGR2Q7aExWLvTAt/OWYvCriUyH3ti3/Y4E74T38zZgHKVfXP8Ml7GjAoAeSK9GoC3j+8SAK7zGiAsYH5JtIBF9s/OBJAWUG0Y5tNPPkHwwkm4fmgOenctlZll5dobOBZRAl/PCkYBOwekpaagb8uKqF/LCukub6FT/3H5Rapn8hyqAKr1gqNP7BYArq1AAPPXapii++egnk+GBeSB6WoAli9sjjqvtsGorgEYN9gddrYZhySmpz/A/GXXEGddB30ClyI2+ibGfOiPD94uirVhxTF4ztpn8uLyS6EKACdOnKhqAQ0ArinfP091QrhdlKfrcy+JceKhlG3atBHbSWkB6/tUxNW6X4k2oBqAlzYG4rVOQ/Dvvq2oUfokXm1QODNbUlI6Js2JQIlq7WFr74j/9ixEz84lMXFePMYu3w9LK+v8wovuz6EAcMKECaqAxZwMFRbwb88v8xSAVIyHoo8cOTITQsI3cOBAMN4J24C0gPVrZACYnQXsUG4Z5v16FRcvJ+CNZi5o+3rWjfD37qdizuIrKFTQEm+2cIWzkxUGjjyHkb8ehFPR3B2cpPvbfgELVAVQzQXfObVHABhcrl+eA9AAIeOVsLdO+BhyjEkAeGAOGtSohCsBA7MFsE/ACs2vb/aiy/BqOgRN35ZrCbMTTwHg+PHjVWdCYk/vFQCu9uibBUCeD8NermmMOM1v6//hAlpCnmFD+LixnT8RERFwOfhTJoAEUs0F9627UnMN9x6MRegZL/Sf8ofma1+WCxQABgY+OnzIWAQDgKvc+wgAuTeXYbjYtuLJCNyXy6A1eSG8K7eNenl54dy5cyLIjevBn9GgZiVc9h+QrQXMDYDRd1IwetptBP51GNYFbF8WpjQ9pwLAH354dPiQcUl3z+wTFjCo7BcCQMLHiJcMFMi0Y8cO4c4Yr8000e2dOXNGU9xdAk5rxVMPGAb2cdHLCVK5cuVytBfZAN+WLVvEfxxaQddDP6NhTW8BYHYWsF+9IE3CGjKPnnwezbtPg38zGWtOTcBsATSd2cgEsMznYi44ODhYnIo1evRoDB06VLStuJpaLaokN5Uz+joP+mbIL2tra3GmM0O50oUzRCuP3TV8pjs/ffq0+DvPamGgQJ5FyIMpTRPDhTFeHA9XZ57HJcLH4NOEj8ewValSRQDndmguGvpmAMhxQbWZkNwCeOzkfSxamYyRi7fDwSlrCNxcEZ3PLlIAOG7co9OvjJ/13tkwYQFXlP5MWECejkroCCJjuTF6JeO9qUXaJID8rlSpUmLPBQ8ar1q1qhge4XUMvcohEQbJadKkCbZu3YqGDRuK8rlAlIcR8SRW/o0BpBkm1rBolBaS3/H4tOPHj2f7etg0MMBHqBnvjgcrnTp1Cm7h89DICEC1NuCX9Vfl+tUvW3kdMRYN8OmY+Tmy0rm+UR68UBVAtV7w/f/2Z7jgEj3gV7+xAJCWjBAxzhuPriCMNWrUUFgQAsjQrYaTrWhlGJH9/PnzGDBgADj26OvrK9xh+fLlxdl/dO20juHh4ejduzcYSZMunyG+eBYgLZchBh0tIMshgGpz0sbw0fJVr15dwEjXTavpfnQuAnyr4ZJff2EB1QDs32B1rl9vXHwaho+/iE8Cg1C+Wp1cl5MfL1QAOHbsWNVecNy5AwLATY7NUal5JxHLl1HS2Wtmx4Uvlodb0oKZJgJIK0c3+8orr4Dr6wgS4eJmHy4Bo+tmsGp2Dv7++29xKj0tFV0x8/BEVH7HMTzTs2cI4KBBg0QIWdNE+CpVqiTcLssjfIbPjGGXcP8umlycB48a9QSAPHJYDcABDYOf6v1v2xWNo9ero8/4rCFtn6rQfHCxAsDvv1c/fs0A4GkbL8T79UDYgYMiBCvP5WMPmJaEkNCVqnVCGMe3cuXKIsg1XR+HQggOgTXE/2VAalpBLolie5HQMPwCT+si8GyzEdpatWpl2b/LniybAWxfGieCStjo0glftWrVsnzmd8e2B+PjtGBYVWuJiDpfZmsBnxbA2LupGDbxOgJXHBGzJTJlKKDaCaF7NE3x5w8KC+jkaIuFVm3g4lEZ+w8cECDRkhAQts14Wr1aMu7F0iqxB2oI/Zqamio+04UTTlpJumLOSvA6ulXeg9aP+Xi98dQaXTH/ZhyVk5+9vb0zLR/hM/1860YkioTNRID1ZREnhACqWcAj4WEY0HijyWOZAbbuQHo8kKTcSScy25QU4cqQmOHWx069gNZfLES1gKaSv4cKqB7NUaFChQw6H8Z6478TLhzKDNV1JrUINjq0gHulapnDFp6enrC3t38qYQkfASZIhM80RrCWwlkXQsp2XpkyZUQPmqFj+ZmdoeTEBBQ4tQ51YzaKgDoE8GLtflkANDz/xtXL4W25Hd3fL5lZhQduHbFhVzruRl3F203jYBl/JGv1iryGjfsKI+LsEXRoYQcnhGP56khE3K2CPoFLxMoZmVQs4MaNG0V7zvTMZWMAKdy1NEesSfWBRekacHF1g7WtfZbOh5obNh7eeB7fc6nU3ZhoRF0+C9/4g6hrcwnmD8POWlZvhYu1+ios4J2YaIQEz0OtYhHo2uFRNKZ7ZWdgQMcWSElKxNBx/eBptynLIyWW/g79OnVDUkIc2ndqiVZ+EQhadxNbQqJRya8FPhu7QAR3fNmTwgJydQjH89hYN3abMeePwe/UTLjYpGZqlg4z3Eqzw/lUZ9xLt8GzOULy6V8RLRyjGxcwS0Nxi3vwsLwDa7OsceysmvbFUedGWeKEiPHLkK1IObUCQ/sUh/3DJViiRiW7Yf22e4iNuor2zR/A8v7erBV1aYUNoXa4fO44OrZ2RsGU3Zi58DIqetrhnx0x6DlmJSr4KMPiPv3T5q0SFACy+gx7EBQUJCBku4vJ0dEB1V2tYX1pL5D2CMK89bjqtX1QuCwinavj1NlzmRlSU1Nw6EAY7p5ahwGdLFHMVWUbpr03kBoLJCnXEIqC7MpBhKlNuIDklHQMGnUWQ78sh39P3sexyBr4IjBnUaLyg8bZPYMqgMzM8bAVKzJWgHDcjSCyYc8fPY/ffRHEpaUzdGqSkxIQFXUTEacPwybmMPp3dUDRwk+/nu/I8XvCBQ8fUA5R0SmYtCARgX+FvwiP/1zrkC2ArBVfDGciOMTCA8Kf1TnN2f7v0PGk/cepfD3iLM4fWoMGfk5wtE3D7auR2L79Er4b4IEizhke4EnpdkwKUlMfwM1FCSsHokdNusAWN0YN8hT5hgRew4/rzz+p2Hz//WMBzPdP//ABNyybiajDU9G5fXGcPBOHWUtjwFiLvTs7w7tCznr2MbEpWL7qBqytzeBVzh4N/J1E6QmJ6fhpyRU4lG2FJMZEub0dVb0dsH63DX74Y//LInG2zykBBBC64Q9sXTwAdWs7IWhDLD4aOhtm5hZYOq47BvQujRLFcn4MB9t6iYnpKOhoiSvXErHw92twq9QK3YfNED3m36YORfSNa3jtnZ7wqS/3FEsAAaQkJ2H1/Am4HXkZDd94H5XrZCwpW7d0OrYsG4cvupeCe+lH6/l4RAdbB5YWypjIaekPcPZ8PMIOxeLAcaB1t6/w2js95JBLNjZQAvgEJ/jX7NG4eXQhPu1WWhzLEbzxFkL2xoirKpSzE3uEra3NkZiYhhu3knEuIhFFS3mjZsMWaNbxY9g7ZrhimdQVkAA+gYylE7+Gc/IaBNQqhMlzLuFeoj1Kuybi3TeLYeTE83hgZoGqFQvA090OW3YnY9iCrShaoozkLYcKSACfINSkfh3QoNIZbNh2G1WafIzUlBScDFkAf99C2LAzFV2+Go9lEz5Hry5umLHwOgJXnoC9Y6Ecyi+zSQCfwMDi8QNxYtcyuJVviH4Tf8P+Laux6Pte4pAinyYd0X3INISHrMfCMZ8gOSkeo34Ng2tJd0lWDhWQAD5BqDtRN7Bj9RI0bvsBnIq6ITHuHn4a0RtRkZfRJ/AXuJQoK0rgWOLp8FA0atNFHkiUQ/iYTQKoQSyZVX8FJID6aypL1KCABFCDWDKr/gpIAPXXVJaoQQEJoAaxZFb9FZAA6q+pLFGDAhJADWLJrPorIAHUX1NZogYFJIAaxJJZ9VdAAqi/prJEDQpIADWIJbPqr4AEUH9NZYkaFJAAahBLZtVfAQmg/prKEjUoIAHUIJbMqr8CEkD9NZUlalBAAqhBLJlVfwUkgPprKkvUoIAEUINYMqv+CkgA9ddUlqhBAQmgBrFkVv0VkADqr6ksUYMCEkANYsms+isgAdRfU1miBgUkgBrEkln1V0ACqL+mskQNCkgANYgls+qvgARQf01liRoUkABqEEtm1V8BCaD+msoSNSggAdQglsyqvwISQP01lSVqUEACqEEsmVV/BSSA+msqS9SggARQg1gyq/4KSAD111SWqEEBCaAGsWRW/RWQAOqvqSxRgwISQA1iyaz6KyAB1F9TWaIGBf4PJODVesP9NFMAAAAASUVORK5CYII=

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==sumThe total value of the numbers in your list is 10110