Gold seller app
Gold Seller App is the best solution if you work in the jewelry field. This application allows you to easily set and changes the prices of gold products, based on weight, caliber, and Manufacturing fee.
How to Install the Gold Seller App:
First, go to Apps & Services from your store’s dashboard.
Search for Gold Seller App.
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)
Open the app and install it.
Make sure that the app status is enabled then click on add caliber.
![](data:image/png;base64,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Through this page, you will be able to add calibers, prices for each caliber, and determine the manufacturing fee. You can add more calibers by clicking on the add new caliber button. Make sure that the status is enabled, then click on the Save button.
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How the App works:
Now you can go to the products section and add a new product.
On the product page, the product price will disappear and a new section will be added which is the (Gold Price). The product price will be determined based on the details that we will insert. Specify the caliber, the weight in grams, then specify the manufacturer fee, whether on the product or on every gram. The product price will be calculated automatically.
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GKPtF3U/uMmc/69+tfYnl4SQZpabkcrnnw9BE250yMXCPzPsbmFHD8bI3Hz55gc85EBmRG3q0dPmMN+0urHizk+bQM0p7bxNacifS58NqUU3l4O5XHyiAhAeJPULnjIBWNWwUqSZKugYb2OaVbZpKWNpW1v8xn6qB+TN1SdtmeI9Jj5LB2y2LG9s8gLa0fA6blczRYxv6XZ0b7iOixs/VVGNHpznQye0e+sh6YzoqnB0DRG+z+I3CygKlpGUxasz0ym35KAaXU0eOcPcHWJVXPm0GfMYvZ/GF1vTX7uPRBDZ+FL0mSbjyGYgCUcXhPIdwxhhEZdcy9T6w+FjqUy8SJKzje8zHyVuaR990eFK+eypAZ2ym9+Ew4vYs5I2ey9j/68uSyPF55diTtt65ic721HOPAlnJ46EHuT7nwsQQCVdncqQ94r91w5q3M45WV2Yxuu4sFE7LZcboRt70ll7WlX2feyjzynuhL+S9zGDWnILKEouIYKx8exdMHUpn84kbeeG02g06vYtKEXA7XbGh/vpicj7oxLXsInS6otW3PB7lp3c+I/1I68S9t5aYHu9LGpQ2SJDWxhvc5EQd5PmcbgQdmM7pnQgN7jgKW5Ye4/9k88uYNof07uTw6aDjf3ZHE5IU1juUebFQAldA+GSjh4xq9x/4l2bzZbhhzx/Qg8cITKk6wftpY5mz4mBFPR+r9p1u28fRjqzgcguDb8xkycRWn7p3NxoKN/PjbqeyfP5aZW5pin1VJktTSuHwSgCCn/gPolEj7ix4rYcfyNzjVZyyj7yrnzZ/kc7zHU2zLHhkJgXqn0ysQpM+cFWz+YDCTu9U++/hbq9l6No25ufMYnQqQTmbP9nzcfz476iyllNKzQLv2Fzd6NST2ns663tU/ZyZ+wMpx+bxXlM2gDg287R5PsfSFkXSJr3kfi9j8/jAmf1LAyqKuzPrFPEZ/GaAz01Z8jtLMmfx8zwR63hu9xh3TWbdiTOQaF4jr1JUEyvls4gT4fAI3dercwMIkSdK109A+p3pW/IiFq3jmnmhYltqQniONJ1+Yx+jbAdJJ+KiAST/rytzzx3rAHwuY+vO9fPC9dHo2oOrQR3t5YdEmaDeSrDuAM9EHHljIq9l96+yTQgc28cIBGL1yBdN6R+rPvKsPo9sGCMSXsH7tdkIPLGXV49HzU+exNHSM4Su2c/SB8XRvQF2SJOnGYSgGQIDb/g74X2WcqoDkWgFPZFP6418cxei7Sji+BxjfrdasqMCd6fRkV613MasE/88xYAxfTa1xsEMaGXdRdygWSCa5HVBcQpA06tvdI/ThJr7/WC5bT17FesSvdasVZgW+1pcsdnH0eBlBSghxjOf/MYPnLyyx6ET1Dxk96gzEqiVwU6+0K69RkiRdpYb2OVXH+tKze41Z8g3qOXrw1durf7o5/sJjCbRvd/lK147LYG3NAx3SmbV6Opk1ErCsr3Wr943D4MkSQtxNty41Zr8lBqL9VBnFR4AjM0nfcuGZKRSVQvdG7tkqSZJaN0MxAJLIum8AvLOKZb8cTN4DF61bjArQ6Q4uCqyCvz/IYVLoX0ezF/hCV6CE4tPQs+rd1NOFHDgEdb9NmsagCSmsXL6Klw8NYNZdNZc0lFN6EpI7BnnzhcVs/cpTbNs+kk7xRD61aVx+42773z+gmLTzAV/o6BF2k8DkLkkEPk4BUpj22hYm31HXyYWNey5JktRMGtrn1KXs2vQcDVRzo/2bv5BKt9uTSGzEh/QEklOAvZSWAh2jByvKCZFAYny0j+uUzb4XBtf7xqMkSYod7ikWFRg8nWfugd3zRzFqTj5b3z3I/nf3snnJihr7f3Xmv00YTOLb2UxZvp3D7x/j8NYVTHlmF4n3TGFEt4uv22XgWLLa7eL7k3NY/+4xjh7azrIZ2XXPEovq/mg241JPsHbcfUxaUsDudw+y/50Cnp98HwOGzWDzR1Ujy/n4dDmhYAm7t+9t/E0fyWXmM5vYfaiQw1tXMHFOAfSYzv13QGLvYUxLLWHZlKms3HqM4o+OsXtDDlOXHyTY3B/bLkmSGqVhfc6lXGXP0UA1N9rvmdq4QAwu7F8KOXxoL+t/MJb0AYvZHazu4yY+s4n9RSUcP7SdldPm1+itJElSLHGmWJX4FEa8+AadfvYiy9bkMmdr9HiHzgx6PI///s0kAAL3ZvPGslz+NSebsS+XAwF6PjSPjU8Mps4Z9x0HszQ/xAtP57JgckFk/PjpTG67mJX11dIujVmvbeSrL+WyeEMOU9dEDgd6DGbWshmMuD2J0JNPsf+xXEYNyIV2SQx9dAiZnKjvinV7YCL3l65m5rgyQiSQfM901i2I7jFGVybnryLw3Issm/MoywA6pDH6iWQSGtmgSpKkZtbAPudiSdx/LXqOphJfs3+ZyDIgsWNfZi1/jKwAcL6Py2XS64uBBJLvmcgPG7C0U5Ik3XjiPg2Fw5cbFA6HqRp17lwlFZ9VcmuHm653bc3rbJBgfIDApXa7byKhYBDaBRr9bqkkSVKdWlCfI0mSdD2dOf0Z8Te1oW3byGLJuDiIi4sDnClWv3aBFrPXRGKgpVQiSZJuCC2oz5EkSWou7ikmSZIkSZKkmGMoJkmSJEmSpJhjKCZJkiRJkqSYYygmSZIkSZKkmGMoJkmSJEmSpJhjKCZJkiRJkqSYYygmSZIkSZKkmGMoJkmSJEmSpJjTtrkLaEn+XPpXPvlLOZWV4eYuRZIktTBt2sRxy+cS+Hzy3zR3KVek7NSnfBI8Z58jSZIu0qZNHLcE2pJ0283NXUqTivs0FL5sZxQOh6kade5cJRWfVXJrh5uud21N6s+lfyUcDnPr528mPt4JdJIkqbaKikrO/PlT4uLiWl0wVnbqUwjDrUmJxMfHnT8e+rQZi5IkqZVJvIHzooqKMGfKQhDHDReMnTn9GfE3taFt20jWExcHcXGRfsj0J+qTv5QbiEmSpHrFx7fh1s/fzCd/KW/uUhrtk+C5iwIxSZKkKvHxcdyalMgnwXPNXUqTMgGKqqwMG4hJkqRLio9v0yqXH0b6HAMxSZJUv/j4uFbZ51wNUyBJkiRJkiTFHEMxSZIkSZIkxRxDMUmSJEmSJMUcQzFJkiRJkiTFHEMxSZIkSZIkxRxDMUmSJEmSJMUcQzFJkiRJkiTFHEMxSZIkSZIkxRxDMUmSJEmSJMWcts1dwA0rFCR4FiCRQIeE5q5GkiRJkiRJNThT7EodyiUtLSP6NZPNJ6PHK0rY8cyjpKcPpE//gfTp34/0QfNZ/2F5s5YrSZIkSZKkaoZiV6rnBN5Ym8fCb3Wtdbj49fnMfD3IiBe3sO/gHg7uWMXkjttZ8N18jlY0U62SJElNqaKc4JmqWfP1OBskeCZIyP5IkhQLzgYJnr7Ma6OanKHYlYoP0OWudDK+klzrcGlxITCAgfekEEhMILFjGvf/YzqUHKHodNWgg6ydO5E+aRmkpQ1kbE4Ba+dnkJaWy+EmvxFJkqSGOsHGb2WQfnftr+m/LDs/omR7DmO/3o8B3xjIgH/IYMC/bKKo5j8AKkrYtuBR+v7DQAZ8YyB9/5+BzH79BKGmvxlJkq6/s8dYO3kgaZnR1WSZGaQPmlnHarIyNk/JIG1wLocvelGMPpZW+6vPmMVsdlXaVXFPsWus26DxdFmzhgU/SGHW0FQSTv+OZYsPkjh0IVnJQKiQZROmsvJMOtMW5tGzQ4jjb7/EC1uau3JJkqTLCVJyFLo9ks30Pknnj958ewCA0L7FjJxXQMpD2Wz6Vjp8sJFn5y9m7IJktuUMIEA5e58fxbxfpDAqZyMT/yt8sDmb2QvHkt3hLXIGBprrxiRJug7K2Z87kfW3Z7NrxQCS44GKcko/OMKppAv2Hn+/gJXHhzHiznx+unMCS4de/JqYlf0WeQ9EX39DZRz9txweHTOHmwuWMrTj9b+bG5Ezxa6xxJS7yeoBx7csZs5zufzLM2s4fDaFgf26EgBCv9vGyqIUpq3IY/LQdDJ792X003k8e29zVy5J0g2mbBuz+09n459qv4Na/qeNTO8/m21l9Zyn+v2llFIg6cvp3J1Z/ZX2XxKAMrZt2ETov0whe+ZgUv9zEqn9p/Cv09IIbV/NWyeA/7uNja+Xk/JYNrMHdybpP3em72PZTL+znG1rt1HUzLcnSdK1Vcrx35cz6N5oIAYQn0DyHel071BzXDn7C1aRPGECcx8cye78bRy/3PYCiUl0f+Qp5t65l18dsKm5UoZi11SQrc9NZW3pGF7Zd4B9Ba+ya/8e3ngqla1zp7LyAwiWlgCpJNdadRmgU6dmKlmSpBtV0hDmL0ll0/jx5L0XCcbK38tj/PhNpC6Zz5Cky5yvi50NEgQ+PriRFS+tYOP2QorOVD1YQtE+YFA63eKrT0np0Y8UjrH3D2VQUsRe4Otfq7knawo9/iEFju7jmD29JOmGksxXe3dmbc4c1r5zgtL69hP76A2WbRnOtAdSSMwYxuRgLq8daMiyyERIANyf84oZil1TJ/jD20BWOr3Oz3RMoMudnYES3vtjGclf6UEn9rJjd0n1aWcP8uvtTV+tJEk3ukD6DPJ/dDe7Jo1h0SuLGDNpF3f/KJ8Z6S7TuyL/N0hZ9658VrSPvTtfZ9G8iYz8xiiy3ymDshJK6jrn1iRSASqg7GSdI7gtKRXATfclSTeYBHpOWcXGx1J4b8lEBmRmkD5oIgs2FFJa4zXv6Fv5lE4YRmYiEN+V0Y/1Zf3ruwhe5urBd9exdk8aWXf5Tt+Vck+xa6orWY8ksPbnubxwVycm906CM0dYn7sJSCOrZxLcPoaF499i7DOjGLChLxlfCfLBniMUu7usJEnXRUKvGeS/ksD4WXsZ8Eo+U3slXP4k1e3OMaz72Zjqn/9SyKppE1mxpICRBemkAFRc0NScKaMI6NEugaSklMixc7WHnCorAtIItLt+pUuS1CziA3QfOp2lQ6dDKEjx+9tY+YOJTDy1io2Pp5F4ehc/XR0i84kg+989GDknsTOZb69g/fuDmXxH9aUOLJ/BqNci358qOkZpYhrjVixi9O1Nf1s3CkOxayqBzNkbWVgxn5w5o1gfPRroMZi5+bOjf6gJ9HxiI7vuKeDNfcV8THsyX5zHbTsfYOqO9timS5J07SX0mkr+jqnNXUbrVwHUWBrJ57rSrRvw+sd8Rmd6DAZ27aVwajppiZEhRf9zDyWkMfbvA9ChB0PI5zf7CpmSnkYiQMUJjvyPErhzDN0+19Q3JElSE0oM0Omukcx94hjpG4oIkkbp2+vYGUimyy9yOVpzbMdSVhYcZNwd6URfUuk1YR5L74u8wXRq5/cZ9bMe3N/bWWJXw1DsKiU/sJTCB2ociE9h6LxVDJ0HoWAQ2gVIjK99Tun7hYTuGMa4u6IHggd5/ntA1t/TpYnqliRJaqzCH49i1n/0ZerwvqQkQtn/2sSq1yHxob78PQH+/uHxpG5fwz8/2Z45j6YR+H+38eLzhaQ8ksfwvwXoy0MTO7Nt1Qxm3DKbCXd+jqLtuSz6fQpjVwwnpblvUJKka6niBOvnroOHJjCiZ0okGzh9jM3/to1OvUaSHCrk+dVlTM7dUmtGGAAnC5g6aAWbx6w6PxMsoV0ygQ6RLSACDz7LD393H/+yIj0y46xJb+zGYSh2HSUG6tivJHSQn06ZytrTAbrckUIi0WmP9OWZCX39Q5YkSS1WSuZw7v6fq8l+Mj96JEDag/NYNzX6LvadU3hpxc3M+94K5j1e9fhCcv+56l3uBNK+vYIVN81n9kvzmQJwaxqjfpjNjHTny0uSbjDxnfnGA6ksfuFRFhyp2iEsQM+H5rNqUleC2+ewNnkM2y4MxAA6DmHcI4t4+q1jjP5Och0DAgx6eiEHBmSzrM86Zt3l6+iViPs0FA5fblA4HKZq1LlzlVR8VsmtHW663rU1qf84foa/63Jr0zxZRZDjh/exf99xSoHkLl+n/8CudDIRkySpxWvSnuEaOfFhkM5fvvjNutCnV3jBit45Um0AACAASURBVHKCQQjceokG/GyQUOLFM+ZrPf9fykn8nE28JKl1SLz56s4PnYXEFr5/Zn09Q2t25vRnxN/UhrZtI581GRcHcXFxgDPFmkd8gC53DabLXZcfKkmS1OLEJxC4XC7YLnDZGfAGYpKkWNLSA7FY1Ka5C5AkSZIkSZKamqGYJEmSJEmSYo6hmCRJkiRJkmKOoZgkSZIkSZJijqGYJEmSJEmSYo6hmCRJkiRJkmKOoZgkSZIkSZJijqGYJEmSJEmSYo6hmCRJkiRJkmKOoZgkSZIkSZJijqFYVJs2cVRUVDZ3GZIkqQWrqKikTZu45i6j0SJ9Tri5y5AkSS1YRUW4VfY5V8NQLOqWzyVw5s+fGoxJkqQ6VVRUcubPn3LL5xKau5RGuyXQljNlIYMxSZJUp4qKMGfKQtwSaNvcpTSpuE9D4ct2R+FwmKpR585VUvFZJbd2uOl619bk/lz6Vz75SzmVlTaMkiSptjZt4rjlcwl8PvlvmruUK1J26lM+CZ6zz5EkSRdp0yaOWwJtSbrt5uYu5Zo7c/oz4m9qQ9u2kXlhcXEQFxeZEWcoJkmSJEmSpBvSpUIxl09KkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKtQalB1m/eD6TJs9n2Z6y5q6mltJfziQ9bRTLjpQ3dyl1aun1SZLUqp3cztTMDIYvLyTUwFOChzaxbPkmDgevwfOf2MVff11yDS4kSZJikaFYlUO5pKX1Y+ov6wmdzu5lQWYGaUsKm7auimOsnDCVFw5Atx7taZ8QuMoLllN85CD7P7wWnSgktkuhS7dOJAcSrsn16lbI82kZpF3w1WfMfNYfufR9NE19kiS1YBXHWDk4g7QntxOs6/jgNRytqPlAkK1PZpA2pYDSy107IYEv3t6VTrcFSGxgOaGP9rHy5X386eylBpVw+N2DHD9dz+N/LeSvSwoo/2MhlYePUb7tR/x1j2+ASZKkxmnb3AW0LOXszlnN7oFPkdWu9vHDLy1m/aWat+ul9BjvFcHDq7KZlXEtLhhk/4qpPP2VVRQ+kXbVVwsMfIqNA69BWQ1x73ReebBr5PtQCbvXLGLBmGMEN21kcrcWUJ8kSS1RfFeyRqSwbPlv2H16MEM7RI8f3sbKEoA32P3BeLrfET1+eh+/fhuysvuSfLlrdxjA3E0Drn3NZw7y8uQcuqw9wKwOdTye0Jn4r+7i3NJ8KIfP/vLfuWmmb4BJkqTGcabYhc5u4l9fumAJwAf5fH/NBVPzK8rYv2Y+Ywf1i8xcyryPqUv2Ulz1TuvJAqamZTBpeQErp91HetWYNYUELxgzdUvN2WnRWVFLCuFIPqMeX8EBYHPOo4x6+FHWHoHSA/nMGRe9Zlo/BkzLZXet8so5vjWXqVW19Z/Igi0nCFHI2odnsOwQsCWbUQ8/yqg1kZlvh5dkkJaWy+EaVyndMpO0tJlsPkmNMYtZv3UxY/tn8Pyh+sbksHZLZExkRtditn5Ux++uxuObf5ZDWlrkmvXq1IPM3umRr3uGMevF+QziBJv3HKv+vT23ia05E+kTvZcL66v/d1N10wdZOWMUfaL/e43NKeB4c4ShkiRdQ937DacTu/j1u9VzxQ6/s4nQHX3JSimJvpZGBN/9DTvoy6DeSZEDl3ptvKiXqf06mz5oJitfX8Gki/qdEMW719Qat7Zq9nfN/ucH1f1PLX85QUVBAeH4APxNAP59OxVF12YWvCRJih2GYhcY8dBIStdks/aDqiNlbM5dQfHQwQyqOTA+RPGhv9Dr8YW8sjKPvCf6UrxmJlPXHKt1vf0v53Lgzhn8eOVS5t4bYPeSKeTsbGDT9rd9eXL8ELoAmQ9O58np08n6Wwh9dJBgzyksXZnHK8um0/8/8pn6WPXSh+MbZjBqziY+fmA+r6zMY+GYRH41fworD6WQNX0s96cCdw/nyenTeTKrcyN/Q5tY8MMivvrdedzfqb4xBSzLD3H/s3m8snA8XT7cxJzHq+or5/CKKUxaso+bx2RH6hsW4rUfFzSyDqDd57gNKP64xnKJny8m56NuTMseQl3l1f+7KYfTu5hz/1RWnh7AvNc28saLE/jSgRxGzSmoDjslSWqNuvVhRArs+B8HI0soKwr59YZyev7jdKaNSKF4877o63SQ3Tt3Qb8B9O9Io18bS385h1FzNlGaNZ28lXn8+IkeHPjRGvZfNPIgK3/0O3o98SKvLHuK+9vt5flvL2LHaertf2r5T52Jn7aBv/nBMBi0lL9Z+8/E33a1W0xIkqRY4/LJCwSGPsYPg28wM7eA+5cPo/3OF1lwqC/PFoziD1u31xiZwohlS6t/7J3KqXcKePrfj1E6qev55QaJjyzkx99JJxHIzGhP8dsTWfv7Eyy8twFLFzt0JvNrqSQDne5MJ/Ou6PEHl5J3flA6Xzqzj83zj3C0FLrfepDXlhyER/JY9Xjkeendg6xHEggEIuO7/IzorKsrWT7ZlVmr8xj35chPde81ksaTL8xj9O3R+sr/FwPO1/c73nz5BJ0ef5VXvhNdCtk7nV6BIH3m7Gp4GWdL2J2by3oSGN27KxANI++YzroVY+gSX0d9oUv/boo3rGPr2WHkrZgSXT7bmWeWlHP0H1fz5h+H1btEU5KkFq/GEsr98wYw6I+/4bWzaTzZuzPdg8PptDy6hDKl9tLJ4rcv89pYa2njCX6dv5fQvdmsenowkYgqncy/gyEPr7igoARGL3yRyb0TImPal/DmuHzeK8pm0F319D+1BEjoDvx5GG1vTaLN5wO4eFKSJDWWodhFAgx6YjZZgxbxrxugy9rtdJu+kaEdg/yh5rCKMnbnzmbOmsLam9b2q321jO6p1RvPxqfQpc7GrnFK9+QyY24+h2ttPts38l9nSvjfZy94XqoCsWshnV5fvtyYHnz19uqfkm/vDJyI1lfG/wa6dKy9S0ngCymXf+o1E0lbU+ssMp9YxZO9a7TBGT3OB2IXuczvprS4EChkaubFs9Y6HS+DbkmXr1GSpBaqe7/hdFq+gl+/O4PAv28i1GM6/W8HKvowImUFm/ccY8TfRpZOPhNdOnnZ18av1TwSpPh9ICOFWm1HchJdLjr7brp1qfH63SmVK9o69fOdSfz8lZwoSZJkKFa3jsOY9b03GP5cDrtTp7Dxoc7ABZ86eXgdM9eU8fDKnczqHQDK2DzlPp5uzPPER6KZ0rNBIBq4nCzi+KXOqSjkp0/mU/pgHvueSCcQH9k3a8D86OO3JvFF4LcnS6uvCYRCkHipj4VKSADK+TgEVYlR8fHfAXc35o4uL7krvVJg2fa9FH9zGJ3iAcrZv7MBs8RqbrSfmMyXunUmud2lT6nlMr+bwBe6Aiks/O3C6k2IJUm6UXSLhF/LfpFD8FA5PZ/oG9lqoGoW2eZNLLtzF/SbF1k6SQNeG0/W/KEzX70X2P4b9j+WRmb0Nbp49y52A1nX784kSZKuiHuK1aPLQ7OZlprCuHlj6F7fzCOg/GyQ0NlySt//DTsutUl8XZLTyOoBR3OzWbb1IPvf3c6y2YvY3ZBzQ0E+DpUTOnmMX+/8XfXxxL784/TOFC+fyqSXt3P4UCG7N+QwKn0gC/ZE5rTd3BbYvo0dH5Vx9IPIDv3dvjacRDbxfM4mdr97kN0bcvj+muvw0ebxXRn33Bi67Mlh+OBHmTl3PpOG3cd3X7/sh77X3mj/rkYGYnDZ302X+yYwtN0uvj85h/XvnqC4qJCtL89kzusll7+2JEktXTT8Ys9edp9N4/7e1bO0u/cbTqeSAja/DVmDqz91snGvjQGGPjmPrDP5TBoyiklz5zNz5H0MX/w7LvW+XN21Rs7YsXUXxSePcdSXYkmSdB0YitUnviuTC7YwK6OeHSp6jmXp+CR+NeMB0jP7MWzBX+hyb2OfJIXRixcy+ssnWDlnKpMmL+LwPRMZccm60vinF8aQ/PYchmT2I33kIoKpQ2oN6T5+Fevm9eHT/PmMHTeRqUv20umJF5nWOwAkMfC708n86yZm3n8fox7fzlEgsfd0Xn2iLx+/vZipk6cy83W4/1vpjb2hBkm8azpv7FjF3DF96JKSQtaEF3njhZFACu0bG3Q10iV/Nx0GsHDTUh7+wl5emDyKIcMm8v1N8KXbG93KS5LUIkU+hRLoN5xv1NjqgDsiG/FT81MnofGvjSnDyNuxkbzvDqBnSgpdHpzHxtXT6QUE2jVi16/kAUx7Kp2PN8xhyKBHmbr12OXPkSRJaqS4T0Ph8OUGhcNhqkadO1dJxWeV3Nrhputdm25UJ49xuCKVninR5rgiyP4ljzLpZ33JO/gUWWZQkiS1TqETHP4wiZ53VO8qVrxhJkNySplb8CqjU5uxNkmSFJPOnP6M+Jva0LZtZF5YXBzExcUB7immJlfO/vypTFoTJJDalS+2A0qLOHoSsrLHGIhJktSKFb+1iLHzD5LYsStdkoGzJRwtCtJl/CpGGIhJkqQWxpliahbBokJ2H9jDn04Bt3VhUNYAuqf4YeqSJLV2oZJjHDhwkPf+98dwSycy7hlAZuo1+xhsSZKkRrnUTDFDMUmSJEmSJN2QLhWKudG+JEmSJEmSYo6hmCRJkiRJkmKOoZgkSZIkSZJijqGYJEmSJEmSYo6hmCRJkiRJkmKOoZgkSZIkSZJiTtvmLqAlKTv1KZ8Ez1FZGW7uUiRJUgvTpk0ctwTaknTbzc1dyhWxz5EkSfVp7X3OlYr7NBS+bGcUDoepGnXuXCUVn1Vya4ebrndtTars1KcQhluTEomPj2vuciRJanVOfBik85cDzV3GdVNREeZMWQjiaHUNo32OJKk1uNF7iZasNfc5l3Pm9GfE39SGtm0jiyXj4iAuLtIPuXwy6pPgORtFSZJUr/j4OG5NSuST4LnmLqXR7HMkSdKltOY+52oYikVVVoZtFCVJ0iXFx8e1yuWH9jmSJLVMJz4MNncJ57XWPudqGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiS1VmeDBE8HCYaau5DWx1BMkiRJkiSpVSpk2YCB9Ok/kD6ztlPa3OW0MoZiTSwUjCS4oYrmrkSSpBam6l3Os81diFqqRvVRFeVX9vd01l5Nklq1GOwnQlX3es6pYo1lKHaNPZ+WQVr0a+qWsuoHgoWsnTyQ9D6RBDe9z6M8v6es/gtJkhQrzh5j7eSBpGVG3+XMzCB90EzWf1h+wcAyNk/JIG1wLocv6vmij6XV/uozZjGbL7qOWp1G9lHFW3MY1aff+b+nPk9u4vhZuOjvZElh9UkVJWx95lHSo3+H6b0GMnPDCfznhSS1DqEPC1gwpnY/YR+gy2nb3AXcaL5TsIqso7/hhTn51QcrTrD+sYk8/2Ffpq19itHJZfzqJ9ksmDKF9ps2Mrlb89UrSVLzKmd/7kTW357NrhUDSI4HKsop/eAIp5ISag99v4CVx4cx4s58frpzAkuHBi66Wlb2W+Q9kBT5IVTG0X/L4dExc7i5YClDO17/u7lhlBay+Zd7KP7kUoOS6TVsOFm3J1xq0NVrZB8V2rOY4XMK6PRINm9MSIejG/n+nMWMeiaZXQsHcP/8V+n0Hwd5bXIuO86fVc7u50Yx5/UURi/cyOSvwdFN2czMGcv3O7zFwnsv/luTJLUcoUO5jBq3l17Zeexa3ZXkRKAiyNFf5vLCL47wjafSuZH+nzz00V42FxyJLpUs4b2qB47vYuXy4si93tKJ/t8cRs/kZiqylTAUu8YCqWlktiui1t/d4Td44QgMWvgsk+8KACmMnjeborensuz1vYyb15fEZqpXkqTmVcrx35czaHo0EAOITyD5jvTar6WUs79gFckTNjL39kT6Lt/G8cEj6RJ/8RXPS0yi+yNPMXfnA/zqQBlDv5l03e7iRlO6ZzVPL9l7+YHl3Sh8Iu36FtOoPqqMN/M3EUqZwg9nD478fXScwsInDjIkZzW/emwAo1O7kplSzu6az3FyG+s3lNPp8WzmDu0MQNbj2Tz57gMsWL2N79w7ki7X9y4lSVeq4hhrv5dPp6e38MwDKdXH4wN0f2Aer5w/UMaOZ2ZQfG82gZ3ZLDs5nE0v9uVPP3uRn/xiH/uLggRSB/BP82YzOSPaMxzJZ9QvknnyHz7gtSUF7DiZQM9vTuHZJ4bAOytY9lIBO4qgy8CxzJ03nswmCqA+eH0mC9bU8UDJXta/XP36fbRD3+o3C1Unl082gdKPThCiL1lfq5FNJ3Yl4x7gl0f4oNkqkySpuSXz1d6dWZszh7XvnKC0vv0/PnqDZVuGM+2BFBIzhjE5mMtrBxqyHCIREgD3h2q1GtdHlXB8DzA4ne41AtNOPfvRiWPs/n09Sy6Li9gNDLq7a42DKfQakALv7+MDdy2WpJbrj/vYXDKS0d9MuezQj//PMZbNmM/hr8xg3YIhJJ8r4fgndzNt+Rb2/XYnm55I5s2Js1n/UfSEc6UcfX0+C3amMvknW9hX8CL3n1zEqCH3Mfat9vzT8i3s25HHuMBbTJpf4Cb3rZAzxZpA8ckjQI8Ljga4rSNw1vXNkqRYlkDPKavY2GU1K5dM5PmiIIkd0xjx7RlMfjDt/Oyxo2/lUzphIZmJAF0Z/Vhf+ry+i2m9B19yOUTw3XWs3ZPGw9/zXdLGSP7mQvb9QwN202p3/RejNKqPKi2huK6LdEiKzPSqJxwt/T8ldR6/LTkVgE8NVSWp5Tr7McUk0L6u5Vcf7WJZAYx4fACdooeSJ8zjmYeq3gRJY/Tj1TOeA/dMYFy/+9hxuIzRt1f1DiOZNW8Y3at6kO9OZO3II0yeN56eHSPHRkwZy9bBv+O94DAGNcE6zZ7f3cm+8VU/HWFZ/5msB8h4io3PD+GL0UcS2t9Ii0avD0OxJtCpYw8gdEEjFuTUSSClPdd5Jw5Jklq2+ADdh05n6dDpEApS/P42Vv5gIhNPrWLj42kknt7FT1eHyHwiyP53D0bOSexM5tsrWP/+YCbfUX2pA8tnMOq1yPenio5RmpjGuBWLGH17099WqxafQKBDy+hQGtVHJadE/tFTcUGgd7qM40DPdnXfU/IXorMLztU+fqq0CEijfbsrLl+SdL21a08nSvk4BBftS1R6hJUvQ/8aoViXjjXWOFaUsf+VRSzI38Xx09WHswbXvMgFgVuHJLrQmS/V3Ks0HhL4Cx+fhSbZvCwxQOB8TTVeCxMSua1D4IbaP+16c/lkE0ju1oNOHGTHgRpT9s8e4cA7kHhPmntUSJJUJTFAp7tGMveJYRx/v4ggUPz2OnYGkjn6i1xeyI1+/WQfH3csZWXBwVqfDthrwjxWrciLfD3Vl8Rb+3F/b2eJtWaN66M602sosGNvrU8oPX5oD8Wk0atbPf9M+EoPhgI79hRW/z1VnOC9XSXQowfd/deFJLVcX+nDiNRNvPxvJxp9anDni0z6bQ+W7jpAYeEBCgvf4pl+16FGtViGYk2h2zD++Z4Edj83g6c37GX/u9tZNmUO68/2Ze64dDfZlyTFrooTrJ+Tw/pDJYSqZgKdPsbmf9tGp15dSQ4Vsn51GZNzX2Xjaxd85c8m4+cr2PxR9eUS2iUT6BAg0CFAlwef5YfdV/EvKwppwEJAtVSX66NChSwblkH6tO2UEiBrzHi6lOQzZdoatr57kN0bcpj5XCGdvjWFEfXNGAz05ZHvdKZ4zQy++/J29r+7l/U/mM2CIymMmz78/OwCSVILFN+VcYumQ+5Yxi7fy/HSyNL6ULCEw79rZFD20V52HLoONV5XAW6LrPYnMTlgvtBILp9sEkkMXbiOTxfPZ0HOTDYDiR37Muu1hYy4/F6AkiTduOI7840HUln8wqMsOBKMHgzQ86H5rJrUleD2OaxNHsO2O+o4t+MQxj2yiKffOsbo79T1cU8BBj29kAMDslnWZx2z7moZywHVWJfpo0IhQmeA20KEgOQeU1i16mb+ZdYK5kyGyN/TQvKeuNQbkQn0nLKCV26az8zl85kE0CGN0S9kMyvDvxtJaukSu41hXUFXVj63iLEDThDpKAJ0GTiMhb+YQs96zgsMnMLSd+cwqtdqAh2B7hMYfS+812SVXwudGVdwgHHNXUYrFfdpKBy+3KBwOEzVqHPnKqn4rJJbO9x0vWtrUic+DNL5y00wN76inGAogYB7U0iSbjDX4rU0dBYSW/hrZJP1DNdQa6y5To3to84GCSUGSIy//NCaQsFyEgOGYZLU1K7V61XobDmJ9ewj2dK0tNfollbPtXDm9GfE39SGtm0jiyXj4iAuLg5wpljTizcQkySpPi09EFMza2wf1e7KlpEYiElS69ZaAjE1P/cUkyRJkiRJUswxFJMkSZIkSVLMMRSTJEmSJElSzDEUkyRJkiRJUswxFJMkSZIkSVLMMRSTJEmSJElSzDEUkyRJkiRJUswxFJMkSZIkSVLMMRSTJEmSJElSzDEUkyRJkiRJUswxFItq0yaOiopwc5chSZJasIqKMG3axDV3GY1mnyNJUsvU+cuB5i7hvNba51wNQ7GoWwJtOVMWsmGUJEl1qqgIc6YsxC2Bts1dSqPZ50iSpEtpzX3O1Yj7NBS+bHcUDoepGnXuXCUVn1Vya4ebrndtTa7s1Kd8EjxHZaUNoyRJqq1NmzhuCbQl6babm7uUK2KfI0mS6tPa+5xLOXP6M+JvakPbtpF5YXFxEBcXmRFnKCZJkiRJkqQb0qVCMZdPSpIkSZIkKeYYikmSJEmSJCnmGIpJkiRJkiQp5hiKSZIkSZIkKeYYikn6/9u7//io6jvf469JIIPBQQJhtYlVoPYC6hBX06SIeGV1RWkvWK6giCwLeLGwciP+KF2u6FK4WATFPGKlckWXXlArXYp0QeBi2RZ/FERbfglYF5A1WSgTohmJTCDJ/WOSkPAzgUDAeT0fD30k53zP93zOiWZm3vl+v0eSJEmSpIRjKCZJkiRJkqSEYygmSZIkSZKkhGMoJkmSJEmSpIRjKCZJkiRJkqSEYygmSZIkSZKkhGMoJkmSJEmSpIRjKCZJkiRJkqSEYygmSZIkSZKkhGMoJkmSJEmSpIRjKCZJkiRJkqSEYygmSZIkSZKkhGMoJkmSJEmSpIRjKCZJkiRJkqSEYygmSZIkSZKkhGMoJkmSJEmSpIRjKCZJkiRJkqSEYygmSZIkSZKkhGMoJkmSJEmSpIRjKCZJkiRJkqSEYygmSZIkSZKkhGMoJkmSJEmSpIRjKCZJkiRJkqSEYygmSZIkSZKkhGMoJkmSJEmSpIRjKCZJkiRJkqSEYygmSZIkSZKkhGMoJkmSpCYX/XABBc8tYH20uSsBKGLlc7MoeKuouQtpmD3LGZObQ//nNhJr7lokSfoaa9HcBUiSJOnMiSwaR++J7xx3/7C5a3nk2hP3Ef1kHR+VZXBN9wyCDTxvbNe7zH4BMgcOJCt05N6NzAiPZO4RW0Pd+zB2/I8Y3P2oA05TMX964WXmDr+BsTdnNE2XJTtZszXKpdeGyTzOTTnmvU9tT6+7HuN/5fUkM/k4faekcOllXaBDqMH3W5IkNZ6hmCRJ0tdYKGcEL84eAkDx2/mM/wUMm5ZHr7T4/g6dTt7H9sVjuO/Pj7FqVr+mDWluzePFO7vEv44Vsfrlp5g6ZBvRBa8zqmtTnugM2PEG943ayaSVMxlw8Ykadql3v4u3LuCFZ8bRf880Vk3rzTHjv7TeTFjQu+lrliRJ9Th9UpIk6WssmBEmt0c2uT2yyfl2OpBO5+uya7d1ToPI2pcZ1+9mwuEcwjcOYtwL64hUABSzctJQHl8EfDiLMXcPZdCkVUSA2CfLmfHgIK4P5xAO53D9kIm8urm8ccVldq+tI/emfjzy7ERuYScL395GfDRZDuEnF7B0ykiuD+ezHoByti+azr233EA4nEP2LSOZumgb0Yo6/e56hxljbye75npeXke9WZx7FjMmnMOYRcV1Nlaf75mNtVsia+czfkj1fcm9nTHV9yWyYgqD/mkx8D4FDwxl0N1TWBk53kXWv999h0/jpw9kEFv6W9ZE46PJwuExzP3NfMbcckO8pmPVF1nH3Akjq+/3DfQe+zJras5ZtpOFU0bSOzeHcPhm+j9YZ58kSTouR4pJkiQlsNiH+YwcOR/ueJTn/7ET7FpGwTNjuG3TZJYV9KbbD/IYUDqGGYW38fd5PWnfOiM+umnvVv6U2p/HZnehPcWs/flkpo6ADssmc0vaKRaTeiEdgJWldcK1V6YzpcdAxk6+jUygcNF4Bk18n673T+TF69pTvOElpkwcyprP5vD6A2GCJasYP3A8Sy/ux4SC2+jMDpb+LJ+Fjb0v702n36gFdLjjUZ5/oOa+PMjjGa8z87r+PHxnlPumF/G94Xn0SgtyaSNmfAZDIeBLSstqtqxjxpQofYf+iO9npRx9QNk6pg4Yw6tt+zGhYHTtNf3DpAzeeLYjS+4eSgH9mPDsRHLbbGPJU5O5b0Qp817LIyu1kRcuSVICMRSTJElKWMUs+T/z5y4NMQAAH+JJREFU2d79UZZNHkgmQI9srglFuX78LBZu7cOo7tlckwmUdSKnRzbpNYf2yGNej8M95Qa3MnvYfP604xRDsbIiVufn8yopDO7RBdgW335VHvNmDaFzMlCxkRlPvgP3PM+cB7LjUzl7ZNOJOxj03OusHham85svsbQszIT8xxjcCSCb3Kw2lN44kZUNLqaIhc8tINr9URbUuS85ffOqA60Mcq/OAMrjo8BOOH2yjopyIlvfYEb+Nujer95xA6bNYdJN1YHYnvqHFf5mFq+WhJkw7zEGX1Z9TTm38UgwRMra6cze0YVHfv0Yg68A6MjYWRcSyR3HK2+PIOvWpl6fTZKkrw9DMUmSpITyPoV7gIsBitj+NjC8azz4qRa6OpssVtUZyXS02CcLePyH+Szd08gpk3W9PJLwy3U3hMh9aA4P96gzWiqnezwQA4jsYHsZ5HTrVG9ts27dewJFlJZBdPc2YAhX1l0rLS1MzrU0IhQrpnADR92XeCDWWO/wxC05PFG3n679mDk9HrbFZzn2JKvbMUaIVYsUbgSGcOVldTamhggBkT1FxNjGjB/kMOOI40I7dgLhU6hZkqTEYCgmSZKUUMqJHar5OkTmVUBhEVHCtYu+RzetYz0Z3HjcqXfFLHl6Oku//SjLlg+MP0Xxw3zCw+Y3rpS6C+0H0/lW146kn2i6X9v2XAr8fk8EaF+7ecuGd4AwbVIhdEkXoIjCEsiqGbFWspG1HwJZ1d8nxyO1SFn0cD97drC9tsdj3xdi5RA8fnh1bPUX2m+T2YXOmSGCx3vy5DEc85oqyomRQig9A8hg7GuLGHVVI0uTJCnBudC+JElSwurI90f0IbhiMqOfW876zdtYv3QWoyetInjTaAbUPAEyJQXeXsWSzcUUbt5ZZ9H6ckpLyolFi1i9/J3Gn77uQvvXniQQAwj25Ad5HSl8biJP/PIdtmzexupfTuHHzxXR+f5B9ApB55vvpVfqKh4fNYVX39vGlg+XU/Dg5PqjxNLD9OoOW/InU7B0HWveW07Bj55i9THuy8hJC1j94UbWL53FvTf+Dfe+sjPepEUKQd5h5fJtRHZtY3vJ8Yquv9B+t8saF4gBdL59BH1rrunfNrL+w+UUjPgbev7dAgp79GNspyIKRo9h9tJtFO6K35Mxz62r//ABSZJ0FEeKSZIkJbDQrZN5oyCf/z1lMve+UA6EyLrrMV5/qE/t+mFZAycz4HcTmXH37cxI7cPMJZP53sOPsuaH+QzqnQ+p7ek79DZy2XnG6+02fA7zQk8x/WfjGFQCpLan1wPP85P7wvEplRf3Yeb8GE8/kc/UUYvj1zM8j1EtpjO7tpcMBk+fxo5HpzB7/BhmEyL3oZEM+HBW7YL8h+9LPmN+VXNfJjLtro7xBt0H8dM73+XH04fSe3oKfZ9+g2m3tueMSOvNtAUzmTF9Ck+PXUwMCHUfyE+eHEjnZBg1fw6hJ5+lYPxQCgDSwgx+KJ2URoZvkiQlmsCBWFXVyRpVVVVR0+rQoUoqDlbSNq3lma5NkiRJkiRJOmWflxwkuWUSLVrEJ0sGAhAIBACnT0qSJEmSJCkBGYpJkiRJkiQp4RiKSZIkSZIkKeEYikmSJEmSJCnhGIpJkiRJkiQp4RiKSZIkSZIkKeEYikmSJEmSJCnhGIpJkiRJkiQp4RiKSZIkSZIkKeG0aO4CJEmSGqtk335KvzjAV1+Vc7C8okn7bpmSzAUXpNDmolaktWvdpH03p+K9B9gfPURlZVVzlyJJks4xSUkBWoda0L5Dq+Yu5awKHIhVnfSdUVVVFTWtDh2qpOJgJW3TWp7p2iRJkuop2befPbtLmzwIO56WKclcfEmb8z4cK957AKqgbfsgycmB2u2xA81YlCRJ55ng1zgvqqio4vPiGAT42gVjn5ccJLllEi1axCdLBgIQCMTfDzlSTJIknReKPvuc4siXtd+ntk4hLa01rUNBUlLib2nKyw+xPxqjpGQ/ZfvLT/ucB8sr+GxXCV+VHSTj0ran3V9z2R89ROblresFYpIkSTWSkwO0bR+k8NP9tO/Q3NWcPYZikiTpnHdkIJZ5aRrt0o8evRUMtiAYbEG79Nbsi+yn8LOSJjl/zbnP12CssrLKQEySJJ1QcnIg4ZZZcKF9SZJ0TivZt79eINbxW+nHDMSO1C69NR2/ld5kdRRHvqRk3/4m60+SJEnNy1CsWRSx8rlZFLxV1NyFNLFyti+dz9QHhzJuynK2xJq7njpiGynol0P22OVEmruWYznX65PUKAfL9lP6xX6+PHB21r1qaqV//pQ/bNjX3GXU2rO7tPbrzEvTCIUavs5FKNSKzEvTzkgtkiRJOr85ffIo5ax58m+475Vybpn2FjP7hs7AOYr50wsvM3f4DYy9OaPRxy4cfTtPFA5n3oLRZAWPbrH9lZH0f7INk1bOZMDFTVJwg0RXTGbQ+He55q476ZoKbY5RW6OU7GTN1iiXXhsm83T7apFCm7QudO10Iafb1YlEFo2j98R36m9MbU+vux7jf+X1JDO5eeuTdGaV7fqUDzZGKT1YZ2OrIJ2zOtHtG6fxkvvxJyz56OgV0YPp7biuRwZpx/vdcooOlpZRvL/pfhuV/kcR/0mILt9s/Gtqyb79tYvqp7ZOadAIsSO1S2/dpGuMlezbf94vvC9JkiRDsaPteoOCVyCUlsLK+cvY3mcgnZv4w0aT2PEy0//ldubd07H+9j2LmfHkRqDnWS9p+6blxHIeY9Jj/chsig53vMF9o3Y2TbiX3IVhc/8vw5qirpPqwrBpefSqHphQvHUBLzwzjv57prFqWm+O+ZHwrNYn6Uwo+/gTfvdRjNRvXkyv7h1o0xIqD5Sw84972LJmG1+Er+C73zqdoKkVXe64gisAOETZf+7hgw/28Yd3k/ibXpec04H6X3bs4xOSTikUK/3icBiYlnbqQVRaWusmCcUgXpOhmCRJ0vnP6ZNH2PLmfNZnjGTWrJF03pDPa2vrv4Fe/0wO4fAU5i6azr035hAO30DvYdNZ+El5o9rUiq1jam4Ot72wrf7m96aTHR7Jq7uOX+v6J/NZuKfuligrn3mK1Ue0i6ydz/hht5Mdrq5lbD6r68zcPLreHK4fMp2lu45sk8/6uv0uGkc4PI6Fe4pZOWkojy8CNs1i3N1DGTRpFZGynSx9Zjz9q/sM3ziS8b/cRt1ZlZG18xk/5Ob4/tzbGfPCOiIVEFkxhUH/tBh4n4IHhjLo7imsjAB7FjMmnMOYRcV1etnIjHAO4Wc21qlrDHN/M58xt9xQ3bZ+m5p+7ntuMbPHVt+b3NsZ8/JGonVmO8U+Wc6MuvtfWEzByBzCoxefYJpjOp2vyya3R/yfvsOn8dMHMogt/S1rog2sDyCyjrkTRnJ97c/tZdbUnLRsJwunjKR3bg7h8M30f7DOPklnX8VeNnx8gJaXZtDrunggBpDUKo3OPb7NX38jieJtRewGoJRNv93MHzbv4YO3tvDmok0s+c0Wfvf+HsoafMIWpH4jk57fDlJZ/CWFANu3s+K3u/h02yes+tdNvPtxvGVl6V7+uGoLb76xiSVvbGbV73fxH3WXxdofYcPvtx7e/3YRX9RbX3UP7y/5mE31fsfEr+F362umElbw5c5PWb1sM0sWbWLJv25h9QcRyqrb/bkEKClmxZLNrHiv3gvXSX311eHXztahU4/+TufYI9WtSZIkSecvQ7G6Slbxzy8VkTWiD1lX3cn9t5bz6q9WET2q4WJmvBThb3/8PC8W5HFj2Rs8MWQ8C4sa2wYIZvODERkUvrSYNbVpUZS3frWA2K2D+P5lx6k1ZyCDu7/D1GcO1xf78CVmLM2gb9/sek1ju9YRzRrNzNnVtXw6nzE/fJkt9Za6WUzB/Bjf+8nzvDhtOJ0/WcD4B45sczwhuv0gjwHfATrdxt/n5fHwD7oQSo7w0foUBvz4eV6c/TzTBsFbU0by+Ip4xbH3ptNvZD5bO/+Q52c/z/MP9STy0oM8vrSI0NX9efjObKAT3xuex8N5/enWqAEG65gxZRmhO37E4KyU47Za80I+a69+kJ/NnsmEW0OsfmY0U96qvqN7ljNuyERe292Thwue58VnH+SaD/KZvbYxdcQFQyHgS0prP/GepL6ydUwdMIYZmzoxtqD657Z7Dv8waTmFFduYffcgnljbiVHPvs4br/2IW0rmcN+IfNY3/BO1pKa0K0rJoRQyr0o7xgtrMhldWpNafoD/3A1QycHyKor/vI9YxiX07N2J717dioOFe3l/Y+MWcU8KxJ8mWAlwqJKDpaVs+ne4JOsyrukEfLWbP/x+D3sDbfjrmzrRq+fFdKiIsmHVdj6tACpK+OPbu/mPA0Gu7NmJXjdlcHlyKVs+q/vLv4qDBys4WFn3zPFrOHgovjH27ztY/acv4RsX893enfhuVgh272XzjpZ8+zsd6XgRcFFbvntDR76b1b5R11gzdRIgJeXUB7ifzrFHqluTJEmSzl9On6yjcMU8lpb1Ztqt8XW+br5zIMFRc3h1ax9Gda3bMsyE/GkM7gSQTW5WG0pvnMjUhRsZ8EC4AW3qn7fbHSPo9dwUXnvrh+T2DcGuZbyyIoXBs48z1Q4gpQvDHh3NmoH5vPDfe/LIdTuY+0/zCd4/h/svfYmlSw83zbxzJs/XfpfNtz5/l4UTN7AlAt1qpyWGefjpxxh8WXWb8o/pfVSb4xZDZvdsrskEyjqR0yOb+LO+Mnhkbp2ArseDfPTCSOZu2sm0W9uz8LkFRLs/yoLJA+PTLXtkk9M3rzpAyiD36gygPD7q6hSmTw6YNodJNx0/EAMI3jONn92fTRDIzWlD4Yqa+sJsf2seq8t6M232Y/StngqZm9MR+g6loKFFVJQT2foGM/K3Qfd+9a7jRPUV/mYWr5aEmTDv8M8kN+c2HgmGSFk7ndk7uvDIrx9j8BUAHRk760IiueN45e0RZN16JtbBk3RCByupJImWFxxnf9sUgpTyVSlwSXxTy0s68N1u1SHaRZ349n9uZlNJFGjYtLzKA/tYv+MAXNSOb9ZubcE3r7+Cbm3j35VuKaUkqTXX3ZRZfdrWXH0jfLVsNzu3xri8VTFFXwW5ok8nLr8gvr9NjyCx325ne4Mvfj9/3n6A5MwMemW1i2+6qDU9MypISo6vP9AyCSCZNhc55VCSJEnnDkOxGhXbWPLSRugxnJSt61gDUJFBL3Yy+9frGPaP2XXWa+nOlZ3qHJuWTa8bYOXmHUQIN6BN3R3Axbcx7J6nuC//V2zpMxzenM/67nlM63GSQKfrEH4y/A3unTKLznfupGDPQJ4fEabNivrtIm/n8+CE+awvqbv1yDXHunNlnVFp6Zd1BHae8PwnVbaTVyeN5umlxRz9IMpiCjcAw7vWW38sHog1hZ5kdTvx/QPI6dbp8M81OYPO1x7eF929Dcgms+5Dy5LTSe98sl7f4YlbcniizpZg137MnB4P/yINqC9SuBEYUu9nQmqIEBDZU0SMbcz4QQ4zjjgutGMn1P43KOmsaZlEEoc4+BVwrGDsLzHKSKZ9m8Obklq2qDeq7MJgEhw60UkO8Oclm9kOVFRWUVkBSa1b0z0no87rUwtS29Y57eflcGGbmhwuLjmdtNBuvjjwFcUHDkKrVNLr1ZzKX12UzPYGD1qLUrofLry8Xb2tNYHY6WqZklw7Mqu8/BDB4Km9dSkvP+HNbXRNkiRJOv8ZilWLLn+JgqIQndPeZXb+u4d3dAoRe2U+S0Zk11nsfQMf7YKsmsCibCvr34bg/Z1Ih/jaLidpU18Kuf1GkvnKHH79bx3hpSJueeK2BixWn0LWDx9l8C/H8cT0FPo+/Sa9Uqm/1lXFRv754flE7nyedx/KJpRc84TExt0fUlKAckpjUPPpq3D7+8B3jntIZEU+U5d2ZcKSmdWjnTYyIzySuQCEyLwKKCwiSvjwiLhYOQRPEGYlx08eKYsC1VNw9uxoxIiGhuvctTewiv+3djRZOdU1Fb3DyreBG050ZP2F9ttkdqFzZohgIz5DhS7pAhRRWAJZNaFcRTkxUgilZwAZjH1tEaOuauRFSTozOrXlr7YU8R8bInTJTT9iCmUZn2z9klhKKt+45DjHN0iQjjdkHH5taBmkTeqJX8bTLmwBkXJKgcN5XIQvopDctiVprVpCUQVfVkD72t9RMf7yRcUR7xAqqay3jNYhKmtnELbiglbweVkUjj+++ZRdcEEKB8u/AmB/NHbKodj+6NF/njmdmiRJknT+MxQDoIh/nb8Kbp3MvKf71H9LX7KccTdOZPaibQy4v0v1xo08/fAU+If+XNmmiN/nT2YhHRl7S90ROidqs5GjXNWHYd1nMfXB8ZA6kBdvbuAHi9SejJ3ch4W//g7/80THxKKUxspJie7g/7114jDrWLpe158gC5gxpSP07QS7ljHj5YYtNFweLSZWlkJk7bI6DwHoyPdH9OHphyczclIpY/9bV9rsfpvpk+ZD3rz4UzVbpBDkHVYu38aNN0FpqAud08P06g5T8ydT0HY0OWnFrP350Q8XaAqhPnlMenMQT4y8ndU9rqdr6k7WvreDaOrJjkw/5SmfNTrfPoK++eN5fNQUvqjz39DcQ3m8/ot+jO20gILRY+DHeXzvatj+3gJe3Xsb00bHg09JZ1s7/vraKL/9w25Wro5x9VXpXNKuBQf3lfDnDXv49PNkMr57GaeViRGg5UWt64RbJ9e+S4gLd5Wwds1ecq7tQBuifPphhN1Vrej27dYkpVxE+4/38NHvC7mgxyX8VctD/OWjXewsBWoHfrXmwtQIhR9/xl/Sv8FfJZfF+zhY8zeStnT55l9Y9edCPrgok+6dQvD5Xja8XwxdOnPdZSm0bBGAA4f4sgKCB2Mktwo2eFHTNhe1ovSLeChWUrKfdumnNgWzpKRx67WdrCZJkiSd/wzFgNiHC5i7IYXBDxxjDa+03tx9Twr3vbSY1UMfrf4w0o9RfYuZPX4kkTIIXtyTR+b/hGH11h1rSJu6Mvj+kN5M3bCKzBH9yG3EQ7JCt05m3a3H2Zkc5u+fHsKfJozntl8CaWHG3nEb/FvxcQ44tmCPPP7vQ0WM+fl0xiyKTwcc9XfZFPzi+Mek35rHhPdG8/TdtzODFNL7DuF7OdSO6grdOpk3CvL531PyGfOrciBE1l0TmXZXx3iD7oP46Z3v8uPpQ+k9PYW+T7/BtFszGDx9GjsencLs8WOYTYjch0Yy4MNZLGzUFTVAcgYDnn2Ta1YvY8mmCNCd7+d157MpQ5naJkTTPcfsGNJ6M23BTGZMn8LTYxcTA0LdB/KTJwfSORlGzZ9D6MlnKRhfvb5ZWpjBD6XjjB6p+SRdcjn/9YYiPviwhD/+/vB89ZahVLrceDlXtGuG/0FbZ9LrxgBr39/D6iXxpz4mXdCKLtd3ovMFAB3IubGSD97by/vL4jUntW5Nx0sOsb327x4hrs5uR9nafby/7HMAWrZL45ttS/hLdYvUq77F9S128MGmT1lR/ZjiYHo7rsuMj6i6/Mo0dr2zj9/95nNokcrV3+/M5Q28hLR2rdmzu5SD5RWU7S9nX6Txwdi+yH7K9jfNEyNbpiST1s610SRJkr4OAgdiVVUna1RVVUVNq0OHKqk4WEnbtJZnurZz0vpncrj35SHM25hH1mm0qacCSIboion0friIh5fMqZ5uqOZVzvYNO+hwVZfDo692LWDM96YT+cfXef2ejs1anaRzWQWxskO0TG34iCgdX8m+/Xy263DQ2PFb6YRCDRutFY0eYOe/R07esIEuvSztvAzFdn4SpeMVR48ojx1ohmIkSTpPBU9nsHhZlGgMCIYInXT2UfM53nuG89nnJQdJbplEixbxd+aBAASqn+LuSLHmVrKccf3nUJgRZO+ObWTeP4cBBmLnhqJlTB0yhTWp7enWKR2I8dnmnUQ7DWHeHQZikk4kmWCqQzebSlq71nxVdpDiyJcA7Pz3CJmXpp10xNi+yH4KPys5YZvGaJ9+4XkZiDWlZ7+Tw7zqr3s+/ib5/609sJPX/24QT22p3/bwfkmSEljZNuY+OIYZ70VrNwUv7snDP5/G4CvqrlNazMLRt/PE9iHMW5xHVr2pSdX73q7fdaj7QB6ZlMeAK1zv9FQZijVSetZwRt3f9RiL5TeuTa021zP2J6Us2RQh/YeT+X6vjmd2Wp4aLqMfL67LZst761i7qZBS2pCZ15O/zenoul2SdJZlXBp/rGZNMFb4WQklJftJS2tN61CQlJT4W5ry8kPsj8YoKWm6KZMQD8RqakhkIxfMoee235L/2Pw6W6MUbYGu90wm7/rDIViry75ef2WWJKnxylmTP5JXL5vMqlm9SU8GKsqJbN3A3vZHBFmbFzN7ez8GXD2ff35rBDP7Hv062mvymzx/R/VrbayYLf8yhaFDxtNq8Uz6nsaa1onMUKyRMm8ezdibT79NreQQnW8ayNibTrs0nQnBDLrd1I9u/nwkqdllXNqWC1Jb1ltjrCmDr2NpmZLMxZe0SfgRYjVCHcN8J3UH9cZ/fRkhArS/Ipvv5DoyTJKkwyJs31TOLXnVgRhAcgrpV2UfMYimnDWL55A+4nUmXBak53PL2N4nvp70cQXb0+2eR5nw1h3869pi+jo6+5S41IkkSTpvpLVrTdcrv8Gll6XR5qILaHkGnjDSMiWZNhddwKWXpdH1ym8YiJ1MWZQoULrudWb9fBavL9/Ijs+buyhJks4F6VzZoyNzp4xn7r/tJFJ2nGa73qBgUX/G3pFBMKcfo6L5vLa2IX/4C0IK8XXKdUocKSZJks47ae1aG1adK/4SpbhbF9jxLu98VMTWnS8DHek/fRYTb/Kv1pKkRJZC1ug5vN75JWY/M5IZO6IELw4z4H88yKg7w7Wjx7a8OZ/IiGnkBgG6MPiHPbn+V6sY26MPJ1qMIPrePOa+Hebuf/T19lQZikmSJOnUXT2Eeb8Ycvj7LzcyZ+xIZj2zmIE3Dadr81UmSVLzSw7RrW8eM/vmQSxK4eZlzP6nkYzcO4fXHwgTLFnFP78UI/ehKGveWxc/JtiR3BWzeHVzH0Zddbirtc89yKDX4l/v3bGNSDDMsFlPMdiH9Z0yQzFJkiSdugqg7izWC7vQtSvwq1IONlNJkiSdk4IhMq8dyISHtpH9yx1ECRNZMY+3Qul0/nU+9R7kfHGE2YvXMeyq7NqH8V0z4jFm3p4BwN63HmfQL7rzvR6OEjsdhmKSJEk6ReVs/Nm9PPJpT8b070lGEIo/XsCcX0Hwrp78l+YuT5Kk5lSxk1cnzIO7RjAgK4NgMlCyjYX/sozMawaSHtvIjJeKGZW/qN6IMAD2LGbMLbNYOGRO7UiwlNR0QmnxCZWhO3/CT9+/nR/Pyo6PODurF/b1YSgmSZKkU5RCRm5/vvPHl5j88PzqbSHCdz7GvDHZvkGXJCW25I787R2dmP70UKZuiFZvDJF110Tm3NeF6PLxzE0fwrIjAzGAi29j2D1P8cSb2xh8f/oxGoS45YlprO09mYLr5/HItSln8EK+vgIHYlVVJ2tUVVVFTatDhyqpOFhJ27SWZ7o2SZIkNYGdn0TpeMXRS/XGDjThSSrKiUYh1NY35ZKkr6dgq9M7PlYGwdSmqeVMOd57hvPZ5yUHSW6ZRIsWSQAEAhAIBABHikmSJKkpJKcQatvcRUiSdO461wOxRJTU3AVIkiRJkiRJZ5uhmCRJkiRJkhKOoZgkSZIkSZISjqGYJEmSJEmSEo6hmCRJkiRJkhKOoZgkSZIkSZISjqGYJEmSJEmSEo6hmCRJkiRJkhKOoZgkSZIkSZISjqGYJEmSJEmSEo6hmCRJ0tdcUlKAioqq5i5DkiSdwyoqqkhKCjR3GWeVoZgkSdLXXOtQCz4vjhmMSZKkY6qoqOLz4hitQy2au5SzKrGuVpIkKQG179CK4r0HKPx0P5WVBmOSJKm+pKQArUMtaN+hVXOXclYZikmSJCWA9h1a0b5Dc1chSZJ07nD6pCRJkiRJkhKOoZgkSZIkSZISjqGYJEmSJEmSEo6hmCRJkiRJkhKOoZgkSZIkSZISjqGYJEmSJEmSEo6hmCRJkiRJkhKOoZgkSZIkSZISjqGYJEmSJEmSEo6hmCRJkiRJkhKOoZgkSZIkSZISjqGYJEmSJEmSEo6hmCRJkiRJkhKOoZgkSZIkSZISjqGYJEmSJEmSEo6hmCRJkiRJkhKOoZgkSZIkSZISjqGYJEmSJEmSEo6hmCRJkiRJkhKOoZgkSZIkSZISTqNDsQBAIND0lUiSJEmSJElNKRDgeClWg0OxQAACVQDH70ySJEmSJEk6VwSq/x2oOnqMV6NGilVV/9uBYpIkSZIkSTrXxTOsqupMq74GhmKB+D8BSEpKggBUHas3SZIkSZIk6RxQVUW9LKs236rW+IX2A1UkBZIoL69sqholSZIkSZKkJlVeXklSIKlmPbCjNCgUCwQOz7tMCgQIJEN5rIpYrNIRY5IkSZIkSTpnVFVBLFZJeayKQHI8y4L6+RZA4ECsYbFWTauqqiqogsqqKqoqoLKqEqqO2C9JkiRJkiSdJYE6wRcBSAokHQ7EAkfsr9ai4Z3HA69AIEAVVSQHAlQGqkiqSqaqqqo6FKuiymdTSpIkSZIk6SyqfcpkTQAWqCIpEKCKmkCsqjYYq9HgUIzqTmqCsdoTBiBQFSAAVPlYSkmSJEmSJDWDQHxyY53AKlAdlh0diEEjQzGoCcaoTd7iK/nHp0wG8KmUkiRJkiRJOrtqpk3WHTEGVGdYxx7E1ehQrPZE1A3A4sPQ6u6TJEmSJEmSzq7qsWG1A7qO3/KUQrHa09Tr2DRMkiRJkiRJ54ek5i5AkiRJkiRJOtsMxSRJkiRJkpRwDMUkSZIkSZKUcAzFJEmSJEmSlHD+P/81KBvRsF5BAAAAAElFTkSuQmCC)
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)
How to Install the Gold Seller App:
First, go to Apps & Services from your store’s dashboard.
Search for Gold Seller App.
Open the app and install it.
Make sure that the app status is enabled then click on add caliber.
Through this page, you will be able to add calibers, prices for each caliber, and determine the manufacturing fee. You can add more calibers by clicking on the add new caliber button. Make sure that the status is enabled, then click on the Save button.
How the App works:
Now you can go to the products section and add a new product.
On the product page, the product price will disappear and a new section will be added which is the (Gold Price). The product price will be determined based on the details that we will insert. Specify the caliber, the weight in grams, then specify the manufacturer fee, whether on the product or on every gram. The product price will be calculated automatically.
Once inputs are saved, you can click on the preview button to preview what the product will look like on the storefront page.
Updated on: 23/01/2023
Thank you!