[NeedAttention]
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j3gutDzlXL5CYaokhVlIZT0FAkaFyYvM7KyueuLP+EoeXim0MGytHF7hnYtAOxcnu8wLbLSIkYz5m9sRbduO/kSl+vaaTUXlxaWl5dnWs0AxU2CViNWoXRadZTrgdMDrwPAtCk8qVxxsNre6UybX+v5O23TNm1flzZluGmbtjdBq0U3ag8jIxgCwNCWjdCKhjIfSZZmaZGX+pULF5IM80b7wxEpq5F5p8xgzXYZijIIgd/QpchgD9rDKH2mlK+50JR1Ce8bKlYKC3wYhjPBDLydjRIu+OzsLGAjegRLTCnF+qUYmwWkYTXTtdQFlTIdm3aqGLADDAevnlLVm+Pgeod2RVHU79QJHPAOIGZZYiJomhaV4q6Hkh4UdCfoIy5Ojjs7JJe4/zpT1UXjwSsq9wL+lWi4BMoKohCLeFHp1pKaIxs31Jh8MNMCIIZ9tpoY9gdDClek251LBkMcI4A7XuKeS+AygLisEQAAqygIlCcBxzSq0WkMmPOAnUogN3wHsBlGPAoBv0aj1FJwIlGjgG7jBmjJFFluMsLWsDkTWFuQ8F5jZhZdycZmhU3z1DnEhWSXs7TVbrRardD34eizne7y8uL8bKcDLCgB2f1GGMK5ortYCa598uVWoZZ1O0LX0zZt0/YN2qYMN23T9uZojnVqJyMgGZCb9cKd/t7a7XVomxjSttsDasvS4SApKfmzpAwDhf4+oIWo3YwVhr2LQqOqmralQfNTETWaBvELCwxI5Td9YDtY3gUATpHrMs8LMvwooaIoiqM4Haa+9AVp7eoCLYNoyAF+Mtrwit4qP52YoAF+VJGYCVe0gOrGc1eHCyU2BNVxQOVeZ3HUlHbAAh+zT4GHDJKcQUemDIMwoXoP451bUsC15EnFmDxX7VVUKrqIexgGZzU6Fn1U+lCBj9F7MGKlgRMPKNsBziKlVhR5SvUh2o0YMAiOm6OuXAKDAISGWSWcY34HICHqj5SKm0YzDoDh/AAPpQugLTSeAjQJhcBdplibAcgRQFpKIDdPYcEuwMUCHbiGGQ2fAybzwkhTtJ6jVbwE0pN5DgzqUVEIl9vhTJXAfuirtuX2zt5oNIABAkZsxnEU+MuLi3BS7VZjcW5ueQlzIxqNhi9hkDU5gqUjbIfLkxnQ0zZt0/aN3KYMN23T9sdr9mAlyj/C9o4f/ujNmZ3EZFBSyXiJ6zT+Fchme2dn5caN1Y31RJvt3t7m5nav10OmAUywGBaGUOL5YYxlBqyoQvwBUwaj1A8QUDQGkQElqMCTPm/gGRlRwAFK5nmYe4o8kubAMY1m5DOVJSMgkjiKdrd3XnvpJSFUu93uzMwCiJCyBcV1eUJnY5FasZ8EOmnVqUxrVVlXgLHMADqUpCRn6hRa2e52RkM0aTHCViEY2d7Sa9eudLvd+YXZVqtVljngJxaMR/+p8xPKfXZkGvGNCpcCPRFocc+OuySNj45OjA2D3d64fvn6letra2vMqjhuLC0tnjlzZn5+Pgb0xYBCLAjRaAR7e9svX7o0Go2Wl5fh9AudeU7RjQugZVMUymrYJ6oESxMI5isDf4VRNpiti5chyTKrgMzQ7+l7QVbkW2urm9u7x48fh6slMZMCpYRxjx5cuDCzKB9MKSyVdRCYMfBjzBERkiISFXpGeYlYy6kmhpUCkNwPqOKDzdJkMOr3+iOYh5KzViOa7c7MdWebzQbw6IP33xfDCTfwZ5cOg1A4rvIxMcPH2nJWTLz7xoJz06yIaZu2r3ubMty0Tdsfo00qrooD71fFzg9tD1yhmXay+87OgTYP5nClihzDMLa6piniTIFB9cIzTCQ5KuIqTwzz4tLlqysrtwACRqN0de321sbmKM80FpXnlAupZAg8VtlUnIOM0kLlftYqmm2o7oJB8RFf+U7/Ah2m2khPSXKjwacKctPKUCZJ3/AglB4H5OE24OyFLzzzG//hl5n0nvzmd/z4T/wkU97uYMiEDFvBYDDIdQ5wMyoy5UmLdbd0u9GG960uPUzWJKMRGutKksbNAFniMJCiVMh/aafV7g1GzXaUZcObN67Pzi8vLC1ubm4uLi2Vefa//H/+xZXnXv7Bv/xT9567b9DbbkYhkGWzGaV5Ybnxg+ZgmBhmAVC01oP+HgaKKTSbAZICsiqO4hpFlmCCBjNLs3NFmX/6U3/wqU994srVS2yYsrjJclIIMdrvtt/5znd84H3vabeb25s3PF8e6568vXv9P/7C/w/++lf/6l9daDZ0aeNQ5mkyMzOztrbdbUfcoGGy2YzhNJWC0RsC/UVRVBoswBqGfkuKGLgy8Dqz3SzDsMJf/Xc/++WvvPjTP/1Xnnjf+2Ggdnd3o1YTiNyUJp5Z2ClFP8XKrXAuNrOeQAshQCdcZzLLihIVjjmqjaBqHjCsV9pSMOHRUJd5EQSNGCYhYmhhddHLi73b69fW1pzg3Pnrl2Hn7UZrdnZ2aWF5Ceh4djby4IGBhZKkZ9D8WUhBWcQYTEeKNNx58w0ZVmkqO4f4uEIYObPdxDtKclPym7Zp+5q1KcNN27T9sZuZeHVrzlhg97BtrigxhROjzVy2pGCuyiflQSo5XrBKbVFw1hRxFCrhacYLY3f2dlZu3d7c3s7y8vb65ura+ub2DqzZsDq6cDHlh57nOzNbXXrK+SKdwoSYUNOoQuiwJ/ul68l3KakMl0AOFRQRtu/9NO1O1+gsyZNsOJw9try9vvHZzzy9uHwMOjvsY8HTZifCVAPBkyK3is82Z9c3bi8eP7Hb20vLotPpaHTZFk3gSyYwMyJP4BAhxol5CS8j4EOrwzBsx9GoxwDpOq0ICOaf/NP/aW7p+J/7yb+Iw+QJUxarN1f2dnZZFN51z1kP/X8qGQ7m57r9fj8ryjBqw/g2Wi0YFsBcOBAF9IdZiaK3AolSMuOyFZBMlhcXN9bXfvd3PvqRX/+PzFPf/NQ7Tp061Z1dbHcXV9fXLr564Utf/sIn/9Ovrq9e+f7v/c5777lrZ3tD8nywszba2bn//rsePndXM44Hg36zEezpISuHd51c6PeGmKTqN4Ag0zRP8wTVh31PFzkMKOYWYHKoCVQ0ytKt27fmZhcA7tdvrXQa3mOPPtTfXoe5MRP7pU7bEaqZbPQHWaK4CNGRbdFrnOdpWiRwYlTBgqGSMSUkkDMaKzOg5dGV20I5Fjhxw6iAmfQB8QJjc2sKMnlqJxF34eoV+AweI4zbzdZcd35+drYRhd2ZmaWF+ZPLS43IUyLA3F/MpQEODmjqKKoAgT+WWDNN+8pD1ePxtwGeHJyEiu+HX/uv37RN27SN25Thpm3a/njtiKHgqO1tv8HaBmhUUmwXqVD4wg/q3ZSW1Cgs+sT8wFPMW1lbGwwGO3uYjbCxtXV7bW17r0flnDQqs2GMFFragghfhfIF2s6qHtUey/0kVm4PMdx+J52NhFcFuqyt4I0IsA6HQlFfLkVhs+7snLbio7/7+xurt3/8L/6lZ555Zmt7pzcYtReXjRhxKaGPVIoeHZqmKH3fDyK/yBI4RqcZDXd2k1LDgo8xXp4MbODH4Xx3Psko6q0s9nqjMi1ZoFqt9vPPv7K3vduYmWvFrTIvYAwB+Y4tLf/ZP/OjNmjOdbobtzdgn0IqnWtPeHFnZmu770WxF0WYuZHrOI58Tw2HQ0wiEOjNVFyWBebwho2mYGaUF7/10Y/+/kd+i8Xx933P93zLt7yrBW2mm2T5qdPH3/74Y48//uCv/8dfuXjhlUsX73nsLQ8VeZyOBo889PDf+lt/da7bbcZRliTNuLG3s9lotOCSeSpQCkssOMm9VqsBbzrdEEqGwMqz0DFguFzkcRxnWQbXbmVl5fbt3bNnTwLuYAVV6v9wOAL2jaIoW9sZDnjBUpgks3OddqvT1znwX9jAml000wTVbRDWJZxSJm7JNJnB8LorFDFhiq4nkrolcWD0udKrtc1GG+ZVlqR7e/1eb7CxsQ3HhQEHqju2vHT65PHZzkzcCGdaaKhrx6E29bMLyZXAITy4pIaMcjbDyEjtdFrQsy49doc2+QWalv+atmn7qtqU4aZt2r6OTRsthfCUB/8Yc2mG2SjNARgIlRiQWJbrjc2dra2tvUH/yrWru3v9nZ2dQQKLNZAb1hsVKBvhN8IGEZvTCyOnpLHS8+tjHY1DJxg7EJd24K98fzV1JZtcMDvn+9ISVjOJAV58YX7uS1949umPf+Itb/+m97zvfS+/+uql6yt7w9EZ5QP+eYFfUtQ/0MGTT7z10pVr1pSBF4aRaoRR0u97QBi2jJvh0sJCe6aZlzAIw1zbQvlB0Ohvb6dJf6EDwNAGhkuSgpXs0Ucee/ihRzc2NoCWtre2Fufn3/Ot35qW8vrNlXaz5QGacJGOhqdP37U3HD54/wmsXlpoSjjI0xTGeBQGUY7lsdCFrQGhNJCjarZbeZr8+oc//Pu/9Zs8in/yx//8u9/9FHxqbW11u7dnqFLW4uL82x5/y41rF37zVy587nNPv+db37kw112/vfrAAw88+vADu9s7G+vrAGphEDz88KO3b98Ccg3DuNGQwHBkZBVYj9XD84cLvbS0pMctT0a7Ozsoz0tFty5duqQ1W15eJgOev7u3B52H7RuNBkB8s9noAnS2usaUe73d65c3YbMwDIukn6UpXUFXX0HRZcbpBDMEa5gZ8nIiq6Ef3zKJFWYxRlGTZh4gl0ERFcDrVrswtog1HFdnSNOjJBuZFBBzu9e/unIrUDKKw8XFxdOnTy4vLnViuIZBs9nEwD0KCaA8VpQ+8VDfxPe9WgGHZVneiH02bdM2bV+3NmW4aZu2P0bjr2M5mJRFHf+EJo8iyy1KhJFBghZZz4/afpQVRX842Ov39vZ6G5ubN2+u3rp1a3u3x6XKMcAfo9O8sOnKi8IHfT80pAyXFxhEFaCsrOJ2XDV1QpVjsj8kCVZ5TNmBrNDDVZWc7Y0fIDiBuRiSDwb940vLKysrv/2RjzA//P4f/KG42Q7jpk6znb1dzEIVHCmvREtSur398d/9WF7ob33/ey5fvvzCi89vb6zPzrTf+9RT8yePRZ66dWvl809/4vrKtUEyLLn38OPvOnnXPe12V3U6ZZJ94dkvl6V54aXzKm76fvzpT38a4ODM6ZNKxmurq5///DPtOQCeZcCIwe5Wo9sOWo1Lr7360d//uPIjTORotB599NH777+/TJO9vf7iiWaSFoYLW8KgUaECITSzt9fXfu/3fo8p9T3f973vfNe7huloZ2cLy4uN+o0o8qTZ2brdmWndc/epaCbeWF+9ce3SPWe+ZRAGn/nkJ3d3th588MHZmY7ntbe3tz/28stlmb/vfR8YDAaf/exn4ZQBd5566qk4xvoHt2/ffvbZZ+DKApR3u92HHnro7N1nF5eOwa9FmbfbnZXVW17Ilo4fm5+f39zcNMYeO3ZcKfU5aknOeNB56C1ve+yxR5sLc2vrOXBeGAbQW5ejSmOPsX34ygXayGwOZyso3BJNvGXprHQeaguPa8jiHMZREUzlWYJGSmyxDcldiuGKLKSSE7m1WVLuDHdWN3fPX77eCPyZODy5vHTX6VOLS/NxHPuU1QvcFgShm0w5OWmx4hqKpPyhOnPT6Ldpm7avqk0Zbtqm7T+/vb6ifVXfM4xaFEtEBTe1GaXDQlsuxcsvn19bX79+89bm1tZolOYa11pY9Dxkt8gJSTjZCExzwFqYimQ6ROD7TlMWo6Aw1utAFakJDdvD1aUqYnOh6Ozgm0iJcn8ntjovLCRgrLJ8aW7+t3/9168+//xTH/h2IBhY5zudDmywtrYGBOP5WBUAaNNT8sK1S//qn/2zD3zPd6+eu+c//B+/+PILz7H+4B3v/bazP3l2feXmxz/2qd/96EcuX74kQ4kOQaue/tKrjz/xzT/0/d/30P1nP/l7v/fz/+7/SNMMRiiO2p/59NMf/nf//qF3vuO/+jt/25TpR37rtz/zqU/95b/5t++/965ksNcIPYCrz3/+87/3ux9PS61HKQsaLC8+deLk93//973zHW/35ztbG+vWj0TgWSzkICjK3+zubj/7xWeKUe/u+889+eTj3dnW2tpgcXG+3WwWRZ70d9utuSQdRYH/rne9XbLsxsr12W6nSBNd5v/hl35xc239H/7DfxgthXlW3r61+o//0f/4E3/xR1584aX/+Ku/cv78+c3N9B3vePhDH/rQ1tbGM88885GPfOS111ZI6ASrZUTRb7//297zoz/6o7Ozs7u7u4XRN27cgHG7++67sywDPpubX7h27dqHP/zhL33pS4NB4QeqFDGg4duffNv3/+APPHzfWZg/g/5etx2ij56zWvfOvWrO8jLnQlfxmtwITM5Fu2Az8qlGA0m4YOqBpIwETEDWdOmpngNeQqxvgRqBVleaLxjBOUhGezt767qMmV5bvXnx8mtxHDabzeWlRej88WNLgcLwQ7XvzQdCZlOt4Gmbtq93mzLctE3bf2Ybc5KLPLuz0kiJQm7WYAkBe3tj/fyrr1y7vjIYpZvbOwnWTTckMhEHsipUr/wId6hJbENrTnXKle+5Mp0Idr4Hq2yBkm2oNAGoccRb6ryiB6U9qu4ZW0mk8UqJbX8bV99zH/7QjQqrvTYL3c6F8y9/6YtfiOfn3vfe9+RFCkxw7PgS9OzWzRumzOPAT/PUlpkS8dbqTfxgWfzcv/5X5y+8+rYn3z7Tbr/10Udg3x/+rd/65Z//97C2v+fbv+uxx99ildja7f/7X/zwF37nY3PtzpkTp8Ko+da3vW1zY3vl1qoXxA89/Gjy4MNPPvnEiRMnrl569fLFC41mPN8FGuFRO9pcW/vwr/7K5z796aA186M/8iP3nHtwlJdfePZLn/mdj/3Cz/9cu+F985NPbm6tSV8B8hpTcMBgW0rGe7tbLz33ZfjlnrtPhYHc2VqPAhWEXp4NgsCTTT+KgPWkLpJG3HrXU+9I0keaUVwW2a2VG9ev3jxzaunM6dNllgNZX7l0aWbGE5b/0i/80vMvPP/YY4++/
Answer: D
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Resources that are called nonrenewable are
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California's water problems are exacerbated by the fact that most of the population lives in the south but most of the water supply is in the north.
Answer the following statement true (T) or false (F)
Ecologists and forest fire experts recommend several strategies for reducing fire-related harm to forests and people. What is one of those strategies?
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Which climate type lies poleward from Mediterranean climates?
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