change the variable to change the mountains. [ = up, - = no height change, ] = 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zoBOlwgggAACCBDAzAEEEEAAAQQyCBDAGdDpEgEEEEAAAQKYOYAAAggggEAGAQI4AzpdIoAAAgggQAAzBxBAAAEEEMggQABnQKdLBBBAAAEECGDmAAIIIIAAAhkECOAM6HSJAAIIIIAAAcwcQAABBBBAIIMAAZwBnS4RQAABBBAggJkDCCCAAAIIZBAggDOg0yUCCCCAAAIEMHMAAQQQQACBDAIEcAZ0ukQAAQQQQIAAZg4ggAACCCCQQYAAzoBOlwgggAACCBDAzAEEEEAAAQQyCBDAGdDpEgEEEEAAAQKYOYAAAggggEAGAQI4AzpdIoAAAgggQAAzBxBAAAEEEMggQABnQKdLBBBAAAEECGDmAAIIIIAAAhkECOAM6HSJAAIIIIAAAcwcQAABBBBAIIMAAZwBnS4RQAABBBAggJkDCCCAAAIIZBAggDOg0yUCCCCAAAIEMHMAAQQQQACBDAIEcAZ0ukQAAQQQQIAAZg4ggAACCCCQQYAAzoBOlwgggAACCBDAzAEEEEAAAQQyCBDAGdDpEgEEEEAAAQKYOYAAAggggEAGAQI4AzpdIoAAAgggQAAzBxBAAAEEEMggQABnQKdLBBBAAAEECGDmAAIIIIAAAhkECOAM6HSJAAIIrDYB7/0fhhD6InKyiNyiqi9v2/avVts419N4COD1dDTZFwQQQGBCAe/9W0TkWFX9paIoLlLVO1T1x5xzzxeR9znnbq7r+o8nLEvzCAECOAKJJggggMB6FOj1er8hIm90zl3inNvXtu2LD+xnVVUXq+oDVHWbqm4fDAY3rEeDnPtEAOfUp28EEEAgg8C555573263+4CpqalGRK6r6/o3DzcM7/0u59xxTdM8PsNQ13WXBPC6PrzsHAIIIPC9Av1+/8dDCB9xzqlz7p+aptmymFFZlrudc7e1bfv0xdry7/ECBHC8FS0RQACBNSlQVdWrQgjni8gPOuf2isgVdV3/90l2xnt/s3OuKyJ31nX9oEk+S9tDCxDAzAwEEFhVAuNTnic45+4UkX11XU+vqgGukcGYo4hsDiEc45x7lIj8soh8yzn35bquvzDpbszMzJwyHA4LVb20KIqF2dnZrZPWoP33ChDAzAgEEFgVAlVVPds5d66qPlJV66Kwv/V6gYjMOeduquv6DatioGtgEGVZvlJEflFErlLVu8ZfZP4kxdCnp6d/rNPp/LWIfGg4HH5kbm7ObuJiW4IAAbwEND6CAAJpBbz3O1T1Oc6566empt5w1VVX/YP14L3/NVU9S0S2Oede2jTNm9L2vP6qVVVldy1fEUL45cFg8NfLsYfe+2eIyJNV1a4f/2HTNHYXNduEAgTwhGA0RwCBtALjP+YXjkajpw4Gg28cqvrMzMzpCwsLrxeRHXVdX5d2BOunWlVVD1HV94YQ/nwwGFyx3Hs2PT390KIo3uKce0Xbttcud3/rrT4BvN6OKPuDwBoRqKrqUlU93zm3oSiKc2dnZz90pKFXVdVX1d8djUYXzM3N2Q1BK7L1+/3XhBDs9HjHrqU2TfNF7/1XnXObRcTOkxd2vbooiofNzs5+ZUUGdbdOer3emUVRXCsiEkJ4c9u2/3OlxjE9Pb290+m80zk375x7ZdM0r16pvtd6PwTwWj+CjB+BNSTgvb9BVTc75zaKiK22tEVEPlnX9TdjdsN7b8Hye865j4nI6+u6XpZTrDaWqqrep6r/zTn3WFUtnXM/KyK2cMW+EMJHVfV51q4oik0i8lzn3K+GEP6lKIpX1nV9fcz+pGjT7/cfqKq7RqPR25xz7zncWYQUfR2uRq/X+0ERebwdE1V9AUtYxmkTwHFOtLqXCWzfvv3hw+HwSc65s5xzN8zPz79x9+7d++9lDEe9u1VVPSiEYHfL2nXcjc65k5xzdmp032g0mp+bm3vrpJ1477eLyFNU9VHOuSc1TXPbpDWO1N57/wpVvZ/dNeyc+wMR2VvXtYWbXZPebv9tmubqu9cY/5tdqz7bOXepc+5rTdNcmXJsB9faunXr6d1u96yiKOzX+a66rn9/ufqKrVuW5e+LyPnjMxr/Efu5e2s7AvjeeuTZ70MKTE9PnzE1NeVGo9FlRVHcqaoWGoWI3CoiL1lYWLh5bm7OHuVgixDw3v8f55z9Qpxyzn1w//79b7/22mtvivjook28943VLoripZ1O52s7d+6008JL3vr9/hmj0eiJdpydc/br9+tt27500oJVVb1XVU90zp3qnHumiOyv6/rGSescrn2/33+sc24UQrjcOfddVb25bdtnpKp/tHXKspwtiuI4EXnxcDj83GAw2Hu0Ndfr5wng9Xpk2a8lCXjvv6yq80VR2B/Nnz5QxHv/OTttaqsBNU1z2pKK38s+5L1/vXPu4U3T2C/CZdnKsvys/bIWke/Wdf2wpXZSVdWzVPVPVfWbqvr6wWDw5qXWOvC5qqpuDCEcLyI/XBTFqbOzsyl+ERbjOWqPFt3VNM2S9/lo9+9In/fef8Y5d4edEm+a5nXL2ddark0Ar+Wjx9iTCthyeyLynaZp7NTjITfv/d85525pmuaCpJ2vs2JVVdnp0P6JJ5545mWXXbaw3LvnvbfnUr9V1/VEvwTLsnydXdd1zklRFGfNzs7+Y+qxVlV1pb3MwG5SCiE8cjAY/NskfWzduvXnu93u39gNX/bLV1U/3Lbtz01Sg7arU4AAXp3HhVGtoID3/qPOue+zP25N0zz0SF3bIvabNm36gIh8rK5ru/a2Ytt4nN9xzt3aNM353vuLnHP2h/2nnHNDEfmiqn62aZpfW7FB3a0j7709imLLHT5YRB5d1/VnV2Is55133nEbN278tIj8p6re2TTNGUfqtyzLgYg8wE4T22nnvXv3fnLPnj13LddYzz777GM2b958kYhMN01zZmw/W7du/empqakrbPWpEMJf7d27NyznOGPHRbs0AgRwGkeqrCGBfr9/ZgjhF8Y3y9jatp0QwsuGw+HXd+3a9anFdqWqqhnnnD128b4Qgr3C7bBvklmsVsy/e+9fo6oWKMc65+yZy0tExO7+faJz7rU2BhGxALYAsdO+77bVj5Z7XHcfe1VVNpanq+oLbb3hwWAwiNm/VG16vd6TRURF5NWqelPbtvf4glRV1ZvstLDdfe2c+52iKL5T1/U1qcawWJ2yLN9UFMXjVNXeQnRJXdffPtJnqqr6gKre0DTNjsVq8+9rT4AAXuXHbPv27VuGw6HdkWk3W8y3bWvL8rFNKNDr9exO3ONtDVsReZmq2vW4rnNuz9TU1F9MegOP9/6PVfUYEbE/8hc1TTPx3byL7UJZlr8wfuzlwaq6s9PpvPfqq6/+V7tL1zm3X0Tuf/fXyHnv/8xueLIlHFX1YhGxt93YafNl26qqespoNDpZRP6s0+m8dHZ29k+XrbOIwuMvWPblaMdgMLAblZxZ2h3TRVH8unPubSGE/9e2rTmu+GYvRlBVe7XfN5umqQ4eQK/Xe4p9mbJf5kVRnGP/Vte1PQLFtg4FCOBVelDtlNUJJ5zwmBDCoCiK21U1OOfuF0J43MLCwud5JCb+wNmdzZ1Ox0LotvEXmTsWO0UZW316evpFnU7n+c656dtuu+3TR3t6cMeOHcWePXs2bN68+UoRsZu9bpuamnrczp0774wdk7Wrquolqtpzzp0SQvjd22+//eqjHdvd+x/P0Z+1dZudc58Xkc/Udf2rk4xzudqOT8/b236229kDW0HLOffvzrk3NU3zjuXqd5K6VVVdr6r/2DTNi+xzMzMz911YWPikXSu2L1EhhG+fdtppp+3YscP+v8+2DgUI4FV4ULdt27al0+m0djothHDxYDB4+fhb/OUi8kwL406nc+bs7OzHVuHwV9WQtm7dekK32722KAp7/dpR39l6qJ3z3ttLAmwdY9se3zTNh5eK4L3/hKqeKiLfbprGrlEe1VZVVWm/nq2IiLy8ruuLj6rg+MPT09NlURRX2RwdrwX8RynqpqxRluVrReS3RcQeK3vMYDD4eMr6R1trfN36GhF5V13Xl5dleZ2I/EfTNM882tp8fm0IEMCr7Dht2bLlYRs2bLDTZn9yqIf9bbhVVV0YQnjW/Pz8lt27d9++ynZhVQ1n/BzqjU3T/MFyD8x7b7/+LpyamvI7d+68dZL+7LGN8UIV83VdP2SSz8a0LcvyMXbdWFW/KiIfb5rmV2I+d3Cb8R3gP+ycO1HVLrXKs5umsWdx2ZYo0O/3H6Wqf6eqd9gd+HVdP2KJpfjYGhQggFfJQev3+z1Vtecln2rPIS62nqpdgxSRM+q6thtxVmyzG106nc55tlLQgW/qZVleWRSF3diyUVXt+uOXcy8MUFWVrVz0iBDCV9u2tVOxK7JVVfVHtr6xiAxGo9G7B4PBR47UsffeToc+1BZrEJEXhBDsMagvLsdgvfePFBG7nnyZqr5qkmugdvOSqp7X6XSeG0I4bjQa3bzYvi3HPqzHmr1e77Rut9sdDoe35FhGcj2arpV9IoAzHil7+H80Gv2AnVLudru/Y3duhhA+ceCU82JDK8uyLYrCqeo7D/drebEasf8+Xv7PnkO8OIRgj3uc7Jz7iojY6kP2+rP3hxDsNOcxRVE8PITwryJiD+HfY8m+2D6X2q4sy8tExN4pa9dR3556qcLFxuW9f7GqnikixzVNY0tZ3mMbL1t4oX2RscUKOp3OXyZaqGGx4dkNSfau2F9X1ZfZal8Hllk83Af7/f5zQghm+lvLdRp/0UHTAIF1KEAAr/BBtUXLR6PRid1u9ydF5N0i8hVVtdPI3510xaBzzjnn+4499li7hnTyaDS6cTAY2Jtlkm4zMzOb9+/ff2JRFLa4/NfH6+KePTMzs2lhYWG3jds5d/nBpyLtM8PhsFbVnwgh2BtuXrAS3+zNtigKWyB/S9M0j04KsYRi9uIBEfl8XdcX2sfNbP/+/cc5595uKyPZsa/r+uedcyt+k4333h4RsrMWdqPfGYPB4BMH76JZdjqdzXfddVd348aN9sjM9Qf2YwkUfAQBBA4hQACv4LSoqupyVX2qiHy/ha6qvqZt2yQ3xXjv9zjn5pqmSfYIyMzMzP0XFhY+bUSq+qm2bZ8wCdfpp58+ddJJJ91SFMUxIYTPtW37uEk+P0lb7/17xr/Ena02tJKvqzvSOMuyvL4oit11Xb+qqqpPqardWGV3Yf/oJPu3XG37/f7/Go1GMyGEx87Nze2zfg68Xm78OJP9b/Yo07nLNQbqInBvFSCAV+jIe++fLyJ289R5bdv+39Td9nq9U4qi+LCq2sLnn2nb9ryl9uG9/wnn3IdUtVMURZPil4/3/ha7Edfem9o0zYOWOra7f64syxttRSNVvU9RFA+Ofa1dqv4Xq2OvihuNRh8XEXtXql3ftVWrVtXmvbc1kB9tX7AOvGBdRC5umsbOcLAhgMAyCRDAywR7cNl+v39+COFtIrKlrusPLFeX27Zt+9ENGzb8SAjBVkLa1bbtb0/Sl/feq2olIvZr5woReWtd11+YpMbh2vZ6vVM7nY49smJjm7Jrx3Vd26vbJt7sLTgicspoNNpfFIVdQ7WFCuwlCV+auNgKfKDf75+kqsfu27fvW+9///ttKclVt/V6vT1FUdzXOfdD48eKLll1g2RACKwzgTUbwGVZvtCWkbM/woPB4D3T09P363a7drfrz6mqrXb0T6pqvziyPSZRVZUt8t5R1RcVRfGO2dnZl63E/CnL8nn2Ymzn3Ctsbdy6rl9zpH7LsrygKAq7g9kW0P/7oig+ODs7a0seJt/s/bDjY2Q2H2ma5rcm6aSqKnuX7AOdc59T1X9W1f9s2/aqSWrQ9p4CT3va035k//79Tx4Oh8fMzc29ESMEEFh+gTUXwPYH3JZxE5E32nVJ59z9Qwi2KMBrnXMnOOc2jAPYHuu4b1EU5fz8/N6VviZoj3w4565zztkdw3cs9dfeUqeA996WRvwBuy4qIucc6pe3/TKzF6SHEOwX5edt/d6VGqet+jM/P//BoihskYj3xPzSLsvS7trdVtf1zyzVhc8hgAACq0VgTQXw+NENCxa7a/hSe1a2LEu709ROm0nTNKccDOu9t1/B9xeR+4xGowet5IvUbZm5EMKX2rZ9Vs6Dfbhrz977k1X1Y+NlLv+taRpbK3dFt/ESka19aRIRW6nKlg485FaW5flFUTx3NBo9fTAYfG1FB0pnCCCAwDIIrIkArqrqYlW1N87YadKybdu/ncRi/D7OLeM3pTxidnb2y5N8fpK23vuvquomezVcqvWGJ+n/UG3LsrRVoM61m2zKsvwpEfmvd56KyHvrurZTwVm3fr//4yGEK+0tP03TvPvAYLz3HxYRO+NxjL1uL4SwZTAY3JB1sHSOAAIIJBJY1QE8frTkASLymOFwaI/v/PNSnycdP9doi108x5bis0eAUr0l5uDncUMIH1XV5y11nImO6z3KeO9twXxb5s4egfpzVX3rahpjVVVPVtV3DIfD519zzTVXVVU1q6onDYfDatOmTRuGw+F3V9sdzst1rKiLAAL3DoFVGcD2ujVVPUFELnDOvWS8RurbUxyS8Wls+zX8pBDCpSLyjaZp3jVp7aqqXmi/dJ1zD1HVhxZF8aWVWJFq0nEe3H687y7H6lQx47YVpJxzdlPW36pqv9vtPv3qq6+2F7yzIYAAAutOYFUFsF0T7Ha7T7D3eBZF8T7n3Lfruv4fy6E+Xr/YloE81Tn3hEkeYen1emeJiL2t6CZbrMA5d3Nd1xMvbr8c+7XWa9rlAuecvavXbgj732t9fxg/AgggcDiBVRPAdpONiFyiqt8Qkbc0TfO6lThsZVnuEpFR0zTRC/ZXVfXB8Q1Wz1iJMdIHAggggMD6E8gewGVZvlpELrJ7glT1iW3b/v1KM3vv7ZnSk8fvYLXXrR12q6rqmhDCHW3bPm2lx0l/CCCAAALrRyBbAHvvbfEEW1Dh1NFodM7evXtv2rNnz105aG2R/FtvvVWPP/54e2H7A5umsQXy/2uz51UXFhbsmqTdDLbPXhu3HO9rzbHf9IkAAgggkE8gSwD3+/2t9q5U59zvqeo3B4PBrnwE39tzWZa2OMQX6rp+tv1LWZbXiYi9XN3WWf5UURS31nX9L6tlvIwDAQQQQGBtCmQJYKOqqspWNLpmtbHNzMw8YTgc/qWq2q/hh4vIxpVaHWq1WTAeBBBAAIHlE8gWwMu3S0df2Xtv16S3O+fuMzU19TM7d+60N9mwIYAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAcLukDMAAAPISURBVATiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAAAQTiBQjgeCtaIoAAAgggkEyAAE5GSSEEEEAA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