.passage .header {\n background-image: [img[cavedark4]];\n}
Anonymous
.passage .header {\n background-image: [img[gate]];\n}
.passage .header {\n background-image: [img[rung]] , [img[signatures]];\n}
.passage .header {\n background-image: [img[cavegreen]];\n}
.passage .header {\n background-image: [img[lastroom]];\n}
.passage .header {\n background-image: [img[trapdoor 2]];\n}
.passage .header {\n background-image: [img[rung]] , [img[altar]];\n}\n
.passage .header {\n background-image: [img[thoughts]];\n}\n
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
.passage .header {\n background-image: [img[cavepink]];\n}
You walk, and are stopped short at a huge pile of ROCK. it looks like there was a cave-in at some point. It's possible to go around, but your I.R. detects ORE inside, rating the pile a 9.\n\n[[> DIVE IN|cave l1]]<html>                                                  </html>[[> GO AROUND|hall j1]]
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
\n#sidebar li {\nfont-family: orange kid;\nfont-size: 2.5em;\ntext-align: left;\ncolor: #c64786;\n }\n#sidebar #storyMenu\n{ \ncolor: #c64786;\n}\n#credits, #version {\n\tdisplay: none;\n}\n#sidebar #title \n{display: none;\n}\n\n#menu-saves, #menu-restart {\n\tdisplay: none;\n}\n\nbody {\n margin: 0;\n padding: 0;\n height:100%;\n\n}\n\n#passages {\n margin:0;\n padding: 0;\n height:100%;\n}\n#passages * {\n box-sizing: border-box;\n -moz-box-sizing: border-box;\n\n}\n.passage {\n position:relative;\n width: 60%;\n font-size:3.5em;\n font-family: orange kid;\n margin: 2em auto 0 auto;\ncolor: #82bcb0;\n}\n.passage .header {\n width:100%;\n height:240px;\n min-height: 240px;\n border-radius: 2em;\n margin: 0 auto 1.5em auto;\n padding: 0;\n background-position: center;\n background-repeat: no-repeat;\n}\n.passage .content {\n top: 500px;\n width:100%;\n border: #363567 solid 0.5em;\n border-radius: 1em;\n padding: 1em;\n}\na.internalLink, a.externalLink {\n border-bottom: none;\n color:#b9eec7;\n font-weight:70px;\n\n}\na.internalLink:hover, a.externalLink:hover {\n text-decoration:none;\n border-bottom: none;\n background-color:#c64786;\n font-weight:normal;\n padding-left: 0;\n}\na.internalLink:active, a.externalLink:active {\n border-bottom: 0;\n}\n@media screen and (max-width: 960px) {\n .passage {\n font-size: 1.5em;\n width: 75%;\n }\n}\n@media screen and (max-width: 640px) {\n .passage {\n font-size: 1.25em;\n width: 95%;\n }\n}\n
Not only is the ground smooth here, but you can detect tracks, long and winding, etched into the ground. \nOn your [[> RIGHT|cave x]]there is a crag in the rock which the I.R. rates as 6\nOn your [[> LEFT|hall y]], the unfinished tunnel meets your path again\n[[> IN FRONT OF YOU|hall b1]], the tunnel narrows but dows not stop.\nSO VERY MANY DECISIONS.
<<if random(1, 10) lte 5>>\n<<set $ore +=70 >> The room glows with pearlescent <<insert "STALAQURITES.">>\nYou harvest them and gain 25 ORE!\nThere is a [[PASSAGEWAY|hall g1]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 35>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall g1]], you lose 15 ORE. That was a close one!\n<<endif>>\n
\n#credits, #version {\n\tdisplay: none;\n}\n#sidebar #title \n{display: none;\n}\n\n#menu-saves, #menu-restart {\n\tdisplay: none;\n}\n\nbody {\n margin: 0;\n padding: 0;\n height:100%;\n\n}\n\n#passages {\n margin:0;\n padding: 0;\n height:100%;\nvertical-align:10px;\n}\n\n.passage {\n position: relative;\n width: 60%;\n font-size: 6em !important;\n font-family: orange kid;\n margin: 2em auto 0 auto;\n}\n.passage .header {\n width:100%;\n height:480px;\n min-height: 480px;\n border: none;\n border-radius: 1em;\n background-position: center;\n background-repeat: no-repeat;\nmargin: 0 auto -3em auto !important;\n}\n.passage .content {\n top: 500px;\n width:100%;\n border: none;\n border-radius: 1em;\n}\na.internalLink, a.externalLink {\n border-bottom: none;\n color:#b9eec7;\n font-weight:70px;\n\n}\na.internalLink:hover, a.externalLink:hover {\n text-decoration:none;\n border-bottom: none;\n background-color:#c64786;\n font-weight:normal;\n padding-left: 0;\n}\na.internalLink:active, a.externalLink:active {\n border-bottom: 0;\n}\n@media screen and (max-width: 960px) {\n .passage {\n font-size: 1.5em;\n width: 75%;\n }\n}\n@media screen and (max-width: 640px) {\n .passage {\n font-size: 1.25em;\n width: 95%;\n }\n}\n
.passage .header {\n background-image: [img[hall]];\n}
.passage .header {\n background-image: [img[cavewhite]];\n}
.passage .header {\n background-image: [img[hallsplit]];\n}
.passage .header {\n background-image: [img[crabs]];\n}
.passage .header {\n background-image: [img[credits 2]];\n}
.passage .header {\n background-image: [img[landing]];\n}
.passage .header {\n background-image: [img[hallup]];\n}
.passage .header {\n background-image: [img[interior 1]];\n}
.passage .header {\n background-image: [img[statue]];\n}
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
<<set $dice = random (1,10)>>\n<<if $dice lte 2>>\n<<set $ore += 120 >> Your enter the pile and are met with piles of white<<insert "STALAQURITES.">>\nShortly after, you notice the poisonous CHOKEWORM. you hastily HARVEST the ORE, [[MAKING YOUR ESCAPE|hall j1]]with a load of 120 ORE.\n<<endinsert>>\n<<else if $dice gte 3 and $dice lte 9 >>\n<<set $ore -= 75>>This looks like a CHOKEWORM nest, with several babies feeding on the white ORE. The mother doesn't give you a chance to interfere, and on your way [[OUT|hall j1]] you lose 75 ORE.\n<<else if $dice is 10>>\nYou've walked straight into a CHOKEWORM nest.\n<<insert "OH SNAP.">>\n<<becomes>>\n<<if $wr gte 1>>\n<<set $wr -=1>>\nYou spray the chokeworms with your WORM REPELLANT, making a narrow [[ESCAPE|hall j1]] with all your ORE!\n<<else if $wr is 0>>\nThe mother CHOKEWORM comes after you, wrapping her coils around you. Your quick thinking lets you [[SURVIVE|hall j1]] but in the struggle you lose all your ORE!\n<<set $ore=0>>\n<<endif>>\n\n<<endinsert>>\n<<endif>>\n\n\n
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
You find yourself in a room in which the ceiling has been carved upward, revealing a dazzling array of colored veins in the ceiling. \nTo your LEFT, a chamber with an I.R. reading of 4. To your RIGHT, a reading of 6.\n\n[[> LEFT|CAVE j1]] \n\n\n[[> RIGHT|cave k1]] \n\n\n[[> WALK PAST BOTH CHAMBERS|hall i1]]
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bR/9w6dyNlaGJu5pXTf6xoO//w+T9Y+HmsVdP6ehvrWpWhoTVPaAAAExoAABMaAIBKm+t2wHIz5EhdDzFbs+/6S4bl2BMq5gZa511a5BKe/sx7Fn6elQUJmY9Unqa0ZkzMysSMSwvxu447UrafNWJW5lcu/7OFy9HpP9pHfzFYJk9oAAATGgAAExoAgEprkaGRm2Es8ZqJeZp4jR0IeZpe5ORmSsVaLKk8TcyjpLI1scbM3WcvrhnzuY2tfky/f8Z1Tccq7mfc/1T/prHEnE2qDk2k7gvrxhMaAMCEBgDAhAYAoNLKZmjkZmgtWasmXHux31MvmYaa3Eysm5LqQ1QjVYcm1o/ZODLfMRxrTKa6lnqvcyNXtNo8oQEATGgAAExoAAAqrVSGJuZmVjUr89IjH226/RP2fcVvxYhiv6eDIU+TY27v+7/29RuH5VSPoWXalpvp3LbMzdPPD4vJnlkNlOZjesmjpHqrydOsHk9oAAATGgAAExoAgErdZ2hS9WZ6VJqPaZEheKZwH2Ru3izV7ynmac5P9Hvq5X1/qp5KabYm1b8pJfZpuntj8bWX0x+qtace/adRtvPWkKdJXScpOddMajurlC+Jx9J7HR2OzhMaAMCEBgDAhAYAoFKXGZpV6tOUys3k5GPuuf2uUfbhfZd+aMfvTfXQqamLsw75m1SeJl7DMU+Tet8/hzxNrJUSa9KwfKX5mJz1U9de6eel24SxeEIDAJjQAACY0AAAVOomQ7NKuZmUVH4lJytz/JWnFH3Xy599rmj7MWdTI5XFWQepPE3KHPI0Y9VTWaZ7zrxzWP7gkba9z1J1bv7tqX8dln/hjF/c9fbnllWSp2HOPKEBAExoAABMaAAAKnVZh6b33Exp7ZZ957xrWP6PC/57lH1IZW5+5v6fKNpOTiamRc+pVZKqSRMtsx9NzG2U5j9SvYeisXotxXzM3XvGqWlUk7n56rnvHJY//NC3h+WYpykd/+j0T3xzkuszJ+9Sk6eBsXhCAwCY0AAAmNAAAFTaNATTysmXbFvn/nntWxR7M9X0eFoHpTVpWov5jKc/856m31WTm2lhWw7sjLKfjXmgKJWnSZlbbiYlJytTmqdhOeerFzX5Kk9oAIDumdAAACY0AABTm3WGJtW/aZWk6rik8itzrukiN7N6SnsSza330Bz849W/NCzvP/balTmuFrVnSjMf6tnUm0OPrbGyPp7QAADdM6EBAExoAACm1k0dmt77N0U59VpKszVT0adp9aRq0pT2JIrZkY37Xmy6zzV9nbZdw0fKvjfW1EnVpImmyiiUKq0fk1pnrGyErMzuxr90DKca57FyPJ7QAADdM6EBAExoAACmppdTB+I7/jlka1L7wOqp6SV05J//cOHnMWuS09epdP2a3kxj2XPhicPyswcPD8t7f3NrnV5qrrTox9RjjZNe1Izt3DJepfvjCQ0A0D0TGgDAhAYAYGoyNBMbqyZNXCfn81KpfYj7D1HMkRypqEOTk5tJycnflGZucrYZczPRWD2PUmryIjl5hd6zL+tcz2as6610O6U5mJrMlic0AED3TGgAABMaAICpydDMSE6eJkrlWko/r9lPSNl/7LXD8m0X3jgsxzxNTh4lp0dStC0r9uTGKNssrYUTXXf5rQs/b53nqMkrzK12i15Ou5PKr5T254o/m3PN5Kxfk91J/awnNABA90xoAAATGgCAqc06Q3P+F+4Ylm//2MXD8qVXv7eLwT30Fz9X8dP/PiztO+ddkx/LIw9v7c/Gwzsf13m/95jfLgYxT3PD41csXumsrcWYU4nLOdmX9z150bB8z5l3DssfPLI4lxYzN68+uXj7NfmenLxC61ogOeRUVlvqmqnJ2bTO05Tujyc0AED3TGgAABMaAICpdVmH5vabvzEszy1PU5ebWWxbfiVoka1JfVfNOMjT1JtbXZAapx7YOyzHnkcvPf7y1kqJPE2pWHvp1ZNe3XGdgxs3DcsHTvrkwvVLa9jk9LgpPb/yLtQo7SlWk3epqT1TyhMaAKB7JjQAgAkNAMDUusnQxJo0D4aaNHMT8yIt8jTRWHkXli/mwKIWNUvmZluPpwNbPZ5y8jQtxKzMwRe2MjSl2Z24zzEntKrnkdWQk5WpydPUXP+l2TJPaACA7pnQAAAmNAAAU9vs/QDmXJOmtP5K68zNVMfFm6/V6JHrvzQsy1W8WcymnHDW8aNvP+ZmotJ6M9CLnBzMWHmaseRs3xMaAKB7JjQAgAkNAMDUuszQ9FKTppRsyupJ5WbiNXy+YdrY2Niej9lWhyaoydPErEyqT1Pq85TUfsIclPYRK+3H1CI3U9O3zhMaAKB7JjQAgAkNAMDUuq9DE7MIt4c8zdxq0rA+cnIzvGFbX6cLt/o6jZVNSfVpqiE3Qy9SeZSxei2NtT9j7YMnNABA90xoAAATGgCAqW2u6oHNuccTq329RXIz7bTu8ZT6riindg4sU05upqbWS43W/Z48oQEAumdCAwCY0AAATG2lMjSpHk/yNLQgN7N8f37Bzw/LH7//O8PyWHma37j3tYWf/9XpW8sHf+fdw/KVDz8wLJ96YK8TxCRKezbVbHPOPKEBALpnQgMAmNAAAEztmHufP7RWBxyzNSlyNkSprEwkN1PvttdvXPj5swcPD8sxQxPFPE2O3376LTuuc947Ttz6L7/fOmfhOge+/K1hOWZoYo8qYDk8oQEATGgAAExoAAAqrV2GJkdOzqaUXM78ycrMR8zT5GRoSv3Ll787LMesTAuHL7thWJ6qh84c9FjXJMo5d70fY+88oQEATGgAAExoAAAqrVSGZm7vp/ddf8nSvktGZ3f0Y5qnmgzNW04/pei7Xv+bh7sbn5jL6fH+3CJrssz7f9z/deiR1AtPaAAAExoAABMaAIBKm70fwKxrA4QcRov3rLFeTk4NlVU1Vn5IbqYvMSvzv08/t3A552dTfZqyfk8Leznt/eJ1oxx76XZ6zNz0cs8v/a7U/svW1POEBgAwoQEAMKEBAKjUTYam9L1pzvqt6yKk9q3meON21jnzUZofal2nJ9ZNGUsqh8EbYlamtPZMTs4mitu/8uEHhuUTzjq+7Hf5A9eMcn/IEXM2q5q56TF3UlPDhqPzhAYAMKEBADChAQCoNOsMTU7GpSYrk3qXmfNdy8zcxO+t2YfW72uX+T47Jz+Uytm0ztMcue/FHdfZc+GJO66Tk8tZh5xNzKnk1J7JydO0ztzk/C63VpqDycncTJWtqbk/t7i3z+3vBW/whAYAMKEBADChAQCotLmqB1b63rrHPE2O1vs55zoKMWeTU7cmrtNLjZ9VytnkHEusAfPZc355WK7p5RSVZmVyslCtf09/9plzh+XvnvbQrvchlY9JZWta52lK85Fj/exY97fSvynU84QGADChAQAwoQEAqNRlL6fSXMtY7zJrasOswzvUOR9jKk8zlVStmrEyGVEqm1KarTly5/h5qT0XjXOd5NSVKc3ZJLf//Sd2HM/UWH0kZ5w3Xikan5rcTI6cbE1q/Xjtbe6N1+RG0TU51v1krPs/8+QJDQBgQgMAYEIDAFCpyzo0y6wx0KLOyhyyJmPtw1R9amqkasyMla2JOZicvk5RXL9FniaK+YaL7rqq6GfPPO2nd1zn1LefvDW2hx5YfLwha3LRxtY+3PmhW3Ycz1QOJpWnKe3fFMX6N8lzl8jNnH/eVr2cZ//r+2VffGjnVT71ju/t+LtZej1k2f8jw+If3fbasLwtWxPWWWZurEVucg77w9F5QgMAmNAAAJjQAABUmnWGZpXeO9bsc4tsylhj20tuJkdN/6ZYPyMni/DS4y8Py6ce2LtwnZz8TSp/UJrFiZmVKGZrcnIzybENOZJUnqZUzMTk1JgprVVTdS2F463x5DPf23GdjzyT+N28YPHvdXFWJsOnEnmauHzVT01zX82pDcZq8IQGADChAQAwoQEAqNRNHZoe6520HodSrevuqKlwdDE3c8JZxw/Lzx48PCyn8jQppXVuSsVsTapWTSpbk6q5UpOniWN45cbWz9588lZAozRbk5LTvymluN5MQs5Y/fUF4Ya+95aFN/dU76QWUnmaW544fuE6Y927prqvrqoex9wTGgCgeyY0AIAJDQDA1Lrs5ZTz7k2/DMc+BzHzMZVUTZrS/E0qTxNrpeTUqon5kmS9lrsWf29ybLfaRm3LytT0b8o5p/v/509G334cz7icGofNxLmOcuoVtXD5Dxfnxm65bWudw5fd4N7VyNwykXF/xsroxP30hAYA6J4JDQBgQgMAMLXNVT2w1u//1nkcyBdzA6Vq8i4pNduJP5uTp4lyatWc+vaTRx//sXozpbJQOXV6UnL6NKVyM6VZmbGugZqx2rZvT7zm5rDkv01z+Fsw1j6ksjie0AAA3TOhAQBMaAAAprZpCI6uNDeTekeY2k4v/69/633mDam+TsusI5LzXak8TVSaKUn1P4rbufPA4u/aeGx55yiel5xjbJGVydE6K5O6TlI9y6JYe2bvF69b+Dm7+9u0Dvfn1DF6QgMAdM+EBgAwoQEAmNox9z5/yCgcRWlPqJz1c959zu39aC91DubgttdvHJZTOYZUrY6YOUitEzMcUevMRI5UriKVNcnp/ZTKoMTcyR+/ePaw/KcnPjosX/PYj49yXB+//zvD8hUn31x0LDn7nzqPc6grU3quc/Z//7HXDssxQxPJ0+zub8e6/c2NPKEBALpnQgMAmNAAAExNhmYHNe8sS/M0NevMYXxkaN4QMzRRzBbk1OpIrZOTrVlmDZLSvkI5tVtiHiWnjstUWuRmSse5tZwcT+pY4s/G3EyKmjTj/g1qfa+e6u9j6nNPaACA7pnQAAAmNAAAU9PLaQep93bLzI7kvDtkPmJWIOZpcnIzY2mdvUjlJFL9nuI6MUeSytP0kpsp7dNUei6WmZspzcrkXA815GmO/rcgap2PSW0zp3baMnlCAwB0z4QGADChAQCYmjo0uzSH94XLNOc+U3OWU5MmStWYqTG33k819Wlq5PSNytE6NzOVeF6ePXh419dPae2ZFBmaN99vx8rQlNZ3adHTMOfvaem+eUIDAHTPhAYAMKEBAJiaDA1JOTkhuZl8MU+Tk6HJ6d9Uaqo8TWnvp9Z5mqg0W5PTp6l0PFPnd5n1inJyM3GduG+p7Vx3+a273rd1ztC07pFUc5/PybLU/I0ozdNEntAAAN0zoQEATGgAAKYmQwMTKM3TtDC3+jRRizxNaQ+mnPVzcjOlPbxa9/wq7bUUMzGp6ye1Tk2G5t13HBiWv3XxwbW6P9TkF0vr1qS2WZOVabH9nO14QgMAdM+EBgAwoQEAmNqmIYDlS9XziErzFmPtQypjMVW2JuZUavI0MQeTU3umNDeTyr6k6gnVnPfW4nHNYX/WOU8T5WRQarIsNT2eSrffgic0AED3TGgAABMaAICpydDAxFrXHSndh7gca43k9GMaS9x+/N4WeZoc8XtTcrIypXmaGjX1ZnL2J1V7ZiyP/mDr2jv7bYfdKDbGy6CMVSdmrExP6XGlvssTGgCgeyY0AIAJDQDA1GRoYEZSdWWmytbEnEQqT5OjJnOTytO01qJP01hyxqE047LMfE+Ow5fdsPUPoQ7NuinNoKT6N421/dLPU/szVn8ovZwAgJViQgMAmNAAAEztmHufP2QUYEI3fP6KovVb93iqEXM2pUpzNjFHEmvStO7TVHqOWud+crIyqXxM6+vqustv9Qu+Czl1WXLyJS1M9b05PKEBALpnQgMAmNAAAExNHRpYQTmZiRZy8hypnE1Nr6iaHk+pPk1xf1L9rWrUZHSWeW1MlcfizWryK2NlX8bKzbTI4nhCAwB0z4QGADChAQCYmgwNTCzW6sipSVPaZ2eqPE1Kqj9U1Lp2Syo3k1Kam5kqHzPWNcO0xupzVJpTmVuNmdL98YQGAOieCQ0AYEIDADC1/xsAZqyW9xy9WBMAAAAASUVORK5CYII=
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
.passage .header {\n background-image: [img[room1]];\n}\n
<<if random(1, 10) lte 7>>\n<<set $ore +=35 >> The room glows with hot pink <<insert "STALAQURITES.">>\nYou harvest them and gain 35 ORE!\nThere is a [[PASSAGEWAY|hall f1]] back outside.\n<<endinsert>>\n<<else>>\n<<set $ore -= 20>>The eye begins to shake, and then collapses. In your frantic [[ESCAPE|hall f1]], you lose 20 ORE. That was a close one!\n<<endif>>\n
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OnT08/hk99d1j++4e+PZOfXTMxVrbDys3oPTwlf2llPqJ1y6z1NdNpWXbcGz09klpm5WZmCU9oAAAAAxoAAAAGNAAAAImWcm1IszjLjvU9PaRSWPOdOs9KjscvWtvGU5MjV86mRB8i3WZKLufAzZ8r+r1c8MiXsxyrFHqcc23f893dfc2Da65z75N7huX/+a//nbz+Sw9PXV/vCZdfc8GwPKsZGk+NGc86Vp4meo/11FBRnnyMh1UvTX8vPP2bStSeSenh1XtdmSie0AAAAAY0AAAADGgAAAASLZ676Yaib6BznKeOvj4s67+JT5nn89Qt8PTy6DFPs3zntmE5ZZ7Vw9PvydJCv6dotsPKcHi2Y+VmfuHKj2X5LH/7/Pemvn5TME+TS67aObm2n0KzX3rOK+v8j14jVu0Wz73IUz8mKpqhsd7Xk6HxrGMdf8vhx56Ue/5b0Z/Cqb9ZHvq7Zh23lu/tLcjVR5InNAAAoHsMaAAAAAMaAACA2opkaDSnsnz9jmHZytCoaJ7GqlWg86CeGgOzVJMmJe+Sss1c71u6Pk1pmqHJlZs57+NXTn39z7/2V8PyS6+dGpb/6MhX19ym1e/p8qvf39T5rK2W3vhh2TyNJ0OjoteCZgWsWiYt1w7Jld0pUYcsmrlRB/cdCK2/srJ2tbVc2aZZFc2QWevrGIMnNAAAoHsMaAAAAAMaAACA2qrVoVEpeRpPzyadY7PyNLnmrcesH9BarQJP3Y5oziYlT6MZmly1TKxcTq7aM/v+4uiwvPeGrVNft/ze43dPlq+9d1i28jQlMjRj1owpISVD4zm3Pf2J5qHfnGZxNmzdvOaxzSWl3smWLWv/RpCbST/mVrbMgyc0AACgewxoAAAAAxoAAIDalkps1OqXpHOlmqdZWdk+LFt5GuWZk9N5uGVj33QdndtOydPMQ98Ni5UnsLIFnsyBZhqieZpaeY6U3IyVg1GardH6NL/tyM0oKyvTew6mhfM/ep/Ue5Eu95ihieZjTjhq+eT6LqI1TsjN+JXIyljXiDXG4AkNAADoHgMaAADAgAYAAKC2IhmaVfPBUvdFa9K8/PIks6LzlDo3llIzwKI1aRYee3LqPtfSWl2ZFFZWxsPK1qTkaWr1dYrS3IxmZZ55/ntTlxdk+bKLNqy5fa09Y2VoShyrlnM5jz/w/dD5zD3hvWmmZIPjGi99zKO/I+Rm8h7blN9WT25G8YQGAAB0jwENAABgQAMAAFDbqHVoLFaeRl9X0Tm5w5KVWZWhMfY5WpMm1zx39G9nKWdj8eRpvnTo59bczm9d9w/Dcgv5G6s3k5WbOeuVy7O8b0qfphQt53Ks87B0bmZ1VuPY1Pvbobsm53nLNWk8fdy0Po1mUKy/LVGHJiolK2P9LujrLdzPS9SP0dpyem6XxhMaAADQPQY0AACAAQ0AAEBti+duuiH7Rq0MjZVf0YyLzit7+jpFaS0cax+sOcKUHk8t8/RU8qyjrHnZ1nIAnjyNJ/9x4ObPhd73pddODcue3Mz2Tcuh7Z/9jU8Oyz/Y9U9TX7fMai8nzV2lXBcp14LeWzRnoHnB1u4/0c/roXka5cnWqFr1gSxWPsZSOjfjycfo77L+DipPbR5V4rebOjQAAGAuMKABAAAMaAAAAGor3stJ57089WCU/m2uXkunjr4+LG/Yujn0vtH6ND3KNV/umZf1vG/K/lj5GM1S6PIHP3zGsPxrD3xmWNZMiZWnuemRL099XbM1p439XNWbyeGz7/zusPy1M/5g6jqam4myPmPv2RrrfNBeTnqO5apP47l3edbRPMSYWbQSORWrvktK7ZkoT47Hda9z5GZKZGWsfIzeey8O/iZ6sjJWfbgW8IQGAAB0jwENAABgQAMAAFDbUuk3MOeGjTyNPZ93bP3vlUCzMpqhmSUl5sh1mzrf78nEaNZBMy6efjGeOfhoLycVzZFotsaqVfPPUpPmsos2rLlNKzdTQo+5mWi9mTFpHSy910XvpSkZmhJ5tej2o/eiErVwWs7KRPsrWZlU6xzz5GCsPI31eq7aM9FekIonNAAAoHsMaAAAAAMaAACA2opnaDzzYSn9I6K5GZ3nW5HXrbop1lzmPNSkKc2aF398IVaLYtV35NjOtbdtyv5Z7tvxy8H/lfjQ1JevvvJjw/IzC98alo+8Mlln5wu/GXqrEjVpcvnRu5PqPC/JtP6/PPPGsPzzt14a2qYnI2XVnimR1bCk1PPQPEc0t5Grvs6Y22+hZ1OtfMyC8TtlObjv0TV/iz2/rSX6MXl4ftOtcQVPaAAAQPcY0AAAAAY0AAAAtRXJ0Hh6MFlzYFaWpUSNGZ3DXpa+TtY+9FKTxtq3lKxPrTlsT00L/b7G3M+UfMnPbP7AsHzmK5cPy398cJJ3+fzuC4fl8z77iWH569v+ZFjevml5WD77G5+c+l7W663VmDn7vMlyNDejmRgrIxWtaeQ5D6OitWdm1ZhZpVo8vZZy0fNqZWX7un8HPb/RpaX0PuMJDQAA6B4DGgAAwIAGAACgtiIZGp3f8uRpLKvmGgvnaTxz2y3XpLFyM3r8PfUPrB4xnj4sKqUWRbT/Sy3RDIqVm9EczN+8tXbNmF/8nU8My1//w8OT7eyarGPlZlRKBqiF/I0nE2PRnM19zy5kOec9NkhWb0GyC9H75P23HCh6zynd16n33EyuXksWqzZbid++3um1wxMaAADQPQY0AACAAQ0AAEBtxXs5Ref8dO5Q5x1Lzx3qv8XXPhe6rOtYNWnGzNN46s2k9A3JlZuJbr/EnL2+7qlZ4hHNoFi5GY9/feP5Yfm8j185LOfK01haq1WjuRml36PVp8mzHc99yaL5s5brVJW+lmcpK6M899JoVsbqu2SxaszU6rvUAh0b8IQGAAB0jwENAABgQAMAAFDb0phvFu0N4Zm3HlPLPZ6i+6BzsVYvjyhP5saaX/fkaW7/ys5hWTMQ+rrmJ0rTfMmXnnt46jpPGH2X1DufOTQsf37hwjXft0SeJikrc1qWF/McW08ORs8ZTybGU1vFcw5buTo9D/dcemzd973i97E7t03uY198Ics2560fk/W7YLHqnEX7Ls1zVsaDJzQAAIABDQAAAAMaAACARIvnbrqh+k545phL1KHxvK/Ol2sfFivfY9WiyFWTxtOzyTpuuo6VB1LRmgopcs3Be7I41jopNWlUtD7ND3ZN+jdZGRfPOlEt1JixagJ5Xre+u+jfelgZCM3QWPcozUl47iEp97qU+4wne1erV10uViZG79u5cjOeDOg892by/GZF8YQGAAB0jwENAABgQAMAAFDbUgs7Yc2ZtVC/QefIl2X+28qg6Pyr7n+JPI1uP2Xe0aqrMSbNtWjuQeuLeNaxeoHV8pd/9+9TX//hPz4z+Y9PTRY/Yq3/qX+b/Mfv//Vk/Z+9es192L7tozNzw0rJ06TUtYpeI3ptWveQFngyeb3kPFL61llK92aaZyXOK57QAACA7jGgAQAADGgAAABqW+plR0vM6Vo1WixaiyIla1IiT+M5Vrq83PB3Ha0Xotma2438hKffkyeToY68MH3O3tNtxZN9ia7fclbGqg0Tdfc1D059/fBja/9trdohmr/xbD/lXhe9t+g6eh1Z+1n63mUZMx9zsXHP1z5Ku/feOCyTmxl/DGDhCQ0AAOgeAxoAAMCABgAAoLYmejmplvs6qZTaLbr/nnloT4+VKJ0DVlZOqFZNl1w9njRDo3JlO3KxcjnKysr86a8+NSy/++6PJp/94Z1Z9s3Kr9z71J41/zbasyn6HaX0abJojkSvd81SWPcQXV957hUl7m/WfUbvLdY9wZMRyZWnydVryUPvaZ5eXaW/I6TjCQ0AAGBAAwAAwIAGAAAgUdN1aFqep8zV88hT10Fft+aPo8eqtZ5HFk/2RbWQg7F4MigptWR+48+uGZa1v5UuR49z9HN58jTW95Urz+Tp9+Rh5WBSWD3gLGP2VNK8mtak8exDrvo0mpVRJXIzKefAli1l7xVWTmveRDO1PKEBAADdY0ADAAAY0AAAANTWdIZmzPnjFj5XiXozURu2bh6WtzRwrDy5ihI5jDGlZFAsKZkYa9/UmNej5/vNlZuxas+kZOZW1XOS68sjepw99xYr47Jx45lZvi/rPhbN1qTkZqJZmVr1gZD3mPOEBgAAdI8BDQAAYEADAABQ21IvO2r9e/Te5zWtOe9ob6mU4+CpSdNL3Zqo0jkbK4Ni1SMpkadJYX3Xxx39fazjbOVg9Dgcfiy2P9H3nVXWPcST1dsQzPd4eGpopdCcU3T/tX8T+ZjZwBMaAADAgAYAAIABDQAAQKKlef7w0ZxKa/tTa97X6kFTOltjZS+ir5fmyc208D169l/3+aCRm9Hz1pMB0u/COla+c29H6Pstnaex+/5cUv2+Eb23ePpMeZTOzVg0H+OxsrK96HdEb6Zxznme0AAAgO4xoAEAAAxoAAAAaus+Q5PS7yml7ktpLeQqrL5OVt+TMWvV9FJTxDoOmkexzuGUmjTRv43mZlLoe6X0KtLz7drb9shyLEdl9W/yXI+6P55+QMsFar2kKJ3vKb1veo+K5mYs5F3a/623rk2e0AAAgO4xoAEAAAxoAAAAapupOjSePE1K5mYeWDkYTz7A2k5UNH/j6QEUrVlS+tiqXFkuq6aLp9aLdcxTrpdojZkUnveyz43poud8L1L6H425bylSvrsSNWnI5aTz/KbzhAYAAHSPAQ0AAGBAAwAAUNviuZtuqL4TpWvApNS6qKVEviflc2nGIlefl5al1H2ZpePmOQ9Tzqters3Sx6HWMfGcnyn3otLfl+4/dWjmExkaAAAwUxjQAAAABjQAAAC1zUWGpnctz2HX+rzzkKXo8dyLfvZejqenBkYvx1z1nqEZ816K9vGEBgAAMKABAABgQAMAAJCoiQyNIk/z43L1+pml42CdM2NmHaL7yXm+vu90Hq7BlnMqLewb2Rd4zjGe0AAAgO4xoAEAAAxoAAAAalviEPRlnvM01udt7Zh49qHH/mLzjOPP/Qrtn2M8oQEAAN1jQAMAABjQAAAA1PZ/AwCEQQsV/aUw9QAAAABJRU5ErkJggg==
The inside of cave is aglow with the candy-colored bioluminescent stalaqurites. To your left is a PALE PINK stalaqurite with the telltale vein, which you <<insert "HARVEST">> \nYou gain 20 ORE!\nRelatively small, but a decent start!\n\n<<set $ore=20>>\nAhead of you, the seemingly endless tunnel looms. Stalaqurites grow primarily in crowded chambers off the main <<insert "tunnel">>- although this makes the structure of the cave more stable overall, the small chambers are apt to crumble at any moment. \nThe more stalaqurites and ORE growing in a chamber, the less <<insert "stable it becomes.">>\nYou'll have to consult the I.R. carefully before deciding to venture into any cave!\n\n[[Got it!|hall a]]\n<<endinsert>> <<endinsert>><<endinsert>>\n\n
<<if visited ("tc1") lte 1>>\n\n<<if random(1, 10) lte 7>>\n<<set $ore +=25 >> The room glows with red <<insert "STALAQURITES.">>\nYou harvest them and gain 25 ORE!\nThere is a [[PASSAGEWAY|hall e]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 15>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall e]], you lose 15 ORE. That was a close one!\n<<endif>>\n\n<<endif>>\n<<if visited ("tc1") gte 2>>\n already visited!\n<<endif>>
You enter, and the entrance, predictably, collapses. You're not afraid. You have SPUNK!\n\nAt the center of the room lies a <<insert "STRANGE CRATE">>\n<<set $rungs +=1>> \nYou obtained a DRIFTWOOD RUNG!\nIt's not ORE, but you store it anyways.\n\nThere are three exits from the room ahead of you. One leads to a chamber with an I.R. rating of 5. \n\nThe other two lead to a deep tunnels.\n\n[[> CHAMBER|cave c]]<html>                                                  </html>[[> TUNNEL ONE|hall e]]\n<html>                                                  </html>\n[[TUNNEL TWO|hall c]]\n<<endinsert>>
<<if random(1, 10) lte 7>>\n<<set $ore +=15 >> The room glows with magenta <<insert "STALAQURITES.">>\nYou harvest them and gain 15 ORE!\nThere is a [[PASSAGEWAY|hall g]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 10>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall g]], you lose 10 ORE. That was a close one!\n<<endif>>\n\n
<<if random(1, 10) lte 8>>\n<<set $ore +=15 >> The room glows with yellow <<insert "STALAQURITES.">>\nYou harvest them and gain 15 ORE!\nThere is a [[PASSAGEWAY|hall f]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 10>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall f]], you lose 10 ORE. That was a close one!\n<<endif>>\n\n
The room is dark, there's no ORE growing here. the light from your suit is enough to see an <<insert "ALTAR in the center of the room">> \n\n<<set $rungs +=1>> \nYou obtained a DRIFTWOOD RUNG!\nIt's not ORE, but you store it anyways.\n\nThe chamber has two exits, one above you and one below you.\n[[> USE ROPE TO GO ABOVE|hall i]] <html>                                                  </html>\n[[> DROP BELOW|hall j]]\n<<endinsert>>
<<if random(1, 10) lte 8>>\n<<set $ore +=25 >> The room glows with TEAL <<insert "STALAQURITES.">>\nYou harvest them and gain 25 ORE!\nThere is a [[PASSAGEWAY|hall h]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 15>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall h]], you lose 15 ORE. That was a close one!\n<<endif>>\n\n
<<if random(1, 10) lte 4>>\n<<set $ore +=60 >> The room glows with gold <<insert "STALAQURITES.">>\nYou harvest them and gain 45 ORE!\nThere is a [[PASSAGEWAY|hall l]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 30>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall l]], you lose 35 ORE. That was a close one!\n<<endif>>\n
<<if random(1, 10) lte 6>>\n<<set $ore +=20 >> The room glows with cherry <<insert "STALAQURITES.">>\nYou harvest them and gain 20 ORE!\nThere is a [[PASSAGEWAY|hall l]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 10>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall l]], you lose 10 ORE. That was a close one!\n<<endif>>\n
Deep in thought, you step into a wide chamber. In the middle a large lone stalaqurite glows with a <<print either ("pink","pastel","mint","buttery")>> <<insert "sheen">>.\nYou harvest it and gain 10<<set $ore +=10 >> ORE.\nYou take a rest on the harvested STALAQURITE and pause to snack on some CHARBERRIES. Doin' good, doin' good...\nThere are three possible ways you can go from here. \n\nThe I.R. assigns a rating of 6 to the one on the left, and detects no ore in the middle chamber.\nThe right chamber has a rating of 8. Something living might be in there, making it even more dangerous. But the ORE that might be there!\n\n[[> CAUTIOUSLY TAKE THE LEFT PASSAGE|cave m]]\n\n\n[[> STROLL INTO THE CENTER PASSAGE|cave n]]\n\n\n[[> STEEL YOURSELF, AND TAKE THE RIGHT PASSAGE|cave o]]\n<<endinsert>>\n\n
\n<<if random(1, 10) lte 7>>\n<<set $ore +=20 >> The room glows with amber <<insert "STALAQURITES.">>\nYou harvest them and gain 20 ORE!\nThere is a [[PASSAGEWAY|hall k]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 10>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall k]], you lose 10 ORE. That was a close one!\n<<endif>>\n\n
<<if random(1, 10) lte 7>>\n<<set $ore +=20 >> The room glows with hazel <<insert "STALAQURITES.">>\nYou harvest them and gain 20 ORE!\nThere is a [[PASSAGEWAY|hall o]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 15>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall o]], you lose 15 ORE. That was a close one!\n<<endif>>\n
<<if random(1, 10) lte 5>>\n<<set $ore +=45 >> The room glows with electric yellow <<insert "STALAQURITES.">>\nYou harvest them and gain 45 ORE!\nThere is a [[PASSAGEWAY|cave k]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 15>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|cave k]], you lose 10 ORE. That was a close one!\n<<endif>>\n
<<set $dice = random (1,10)>>\n<<if $dice lte 5>>\n<<set $ore += 60 >> The room glows with a multitude of GOLD <<insert "STALAQURITES.">>\nYou harvest the bounty and gain 60 ORE!\nThere is a [[PASSAGEWAY|hall n]] back to the main cave.\n<<endinsert>>\n<<else if $dice gte 6 and $dice lte 9 >>\n<<set $ore -= 40>>The clusters collapse upon your arrival! You are forced to [[ESCAPE|hall n]], and in the process, you lose 40 ORE. That was a close one!\n<<else if $dice is 10>>\nThe room rumbles and the ground stirs. Out pops a CHOKEWORM, guarding his stash of ORE.\n<<insert "OH SNAP">>\n<<becomes>>\n<<if $wr gte 1>>\n<<set $wr -=1>>\nYou spray the chokeworm with the WORM REPELLANT, making a narrow [[ESCAPE|hall n]] with all your ORE!\n<<else if $wr is 0>>\nThe CHOKEWORM comes after you, wrapping its coils around you. Your quick thinking lets you [[SURVIVE|hall n]] but you are forced to leave all your ORE behind!\n<<set $ore=0>>\n<<endif>>\n<<endinsert>>\n<<endif>>\n\n\n
The room holds no ORE, but instead houses a beautiful if overgrown CORAL GARDEN.\nLight filters down to the floor of the room, providing a rare glimpse of the planet's luminescent thousand-year-old raspberry plastic moon, <<insert "Porpent.">>\nShe is looking particularly lovely tonight\n<<timedinsert 2s>>\nHer fabricated surface illuminated just so,\n<<timedinsert 2s>>\nYou stand in the middle of the CORAL GARDEN, mesmerized by the water's distortions of the moon. \n<<timedinsert 2s>>\nsometimes spelunking holds rewards beyond ORE.\n<<timedinsert 1s>>\n \n[[> HMM.|cave n ]]\n<<endinsert>><<endtimedinsert>><<endtimedinsert>><<endtimedinsert>>\n<<endinsert>>
<<set $dice = random (1,10)>>\n<<if $dice lte 4>>\n<<set $ore += 70 >> The room glows with a multitude of SILVER <<insert "STALAQURITES.">>\nYou harvest the bounty and gain 70 ORE!\nThere is a [[PASSAGEWAY|hall q]] back to the main cave.\n<<endinsert>>\n<<else if $dice gte 5 and $dice lte 9 >>\n<<set $ore -= 45>>The clusters collapse upon your arrival! You are forced to [[ESCAPE|hall q]], and in the process, you lose 45 ORE. That was a close one!\n<<else if $dice is 10>>\nThe room rumbles and the ground stirs. Out pops a CHOKEWORM, guarding his stash of ORE.\n<<insert "OH SNAP.">>\n<<becomes>>\n<<if $wr gte 1>>\n<<set $wr -=1>>\nYou spray the chokeworm with the WORM REPELLANT, making a narrow [[ESCAPE|hall q]] with all your ORE!\n<<else if $wr is 0>>\nThe CHOKEWORM comes after you, wrapping its coils around you. Your quick thinking lets you [[SURVIVE|hall q]] but you are forced to leave all your ORE behind!\n<<set $ore=0>>\n<<endif>>\n\n<<endinsert>>\n<<endif>>\n\n\n
<<if random(1, 10) lte 4>>\n<<set $ore +=50 >> The room glows with acid green <<insert "STALAQURITES.">>\nYou harvest them and gain 50 ORE!\nThere is a [[PASSAGEWAY|hall p]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 35>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall p]], you lose 35 ORE. That was a close one!\n<<endif>>\n
<<if random(1, 10) lte 4>>\n<<set $ore +=55 >> The room glows with turquoise <<insert "STALAQURITES.">>\nYou harvest them and gain 55 ORE!\nThere is a [[PASSAGEWAY|hall i1]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 35>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall i1]], you lose 35 ORE. That was a close one!\n<<endif>>\n
<<if random(1, 10) lte 6>>\n<<set $ore +=30 >> The room glows with electric green <<insert "STALAQURITES.">>\nYou harvest them and gain 30 ORE!\nThere is a [[PASSAGEWAY|hall t]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 15>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall t]], you lose 15 ORE. That was a close one!\n<<endif>>\n
You open the gates and head into the ROCK PARK. It's pretty amazing how structures like this can form completely naturally.\n<<insert "YOU TRY OUT THE SWEET LOOKING SLIDE">>\nFlying out the end, you land straight on top of a DRIFTWOOD RUNG.\n<<set $rungs +=1>>\nYou put it in your PACK, and then slide again for the full experience.\n\n[[> I'M TIRED OF THE ROCK PARK|hall v]]\n<<endinsert>>
<<if random(1, 10) lte 7>>\n<<set $ore +=35 >> The room glows with magenta <<insert "STALAQURITES.">>\nYou harvest them and gain 35 ORE!\nThere is a [[PASSAGEWAY|hall a1]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 20>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall a1]], you lose 20 ORE. That was a close one!\n<<endif>>\n
<<if random(1, 10) lte 8>>\n<<set $ore +=20 >> The room glows with cyan <<insert "STALAQURITES.">>\nYou harvest them and gain 20 ORE!\nThere is a [[PASSAGEWAY|hall z]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 10>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall z]], you lose 10 ORE. That was a close one!\n<<endif>>\n
<<if random(1, 10) lte 3>>\n<<set $ore +=55 >> The room glows with clear <<insert "STALAQURITES.">>\nYou harvest them and gain 55 ORE!\nThere is a [[PASSAGEWAY|hall c1]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 35>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall c1]], you lose 35 ORE. That was a close one!\n<<endif>>\n
<<if random(1, 10) lte 5>>\n<<set $ore +=50 >> The room glows with yellow <<insert "STALAQURITES.">>\nYou harvest them and gain 50 ORE!\nThere is a [[PASSAGEWAY|hall b1]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 25>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall b1]], you lose 25 ORE. That was a close one!\n<<endif>>\n
<<set $dice = random (1,10)>>\nThe room glows with THE <<insert "LARGEST COLLECTION OF RICH BLACK STALAQURITES YOU'VE EVER SEEN.">>\nAND IT IS ENCIRCLED BY A GIANT CHOKEWORM.\n<<timedcontinue 3s>>\n<<if $dice lte 1>>\n<<set $ore += 250 >> \nWith one of the greatest displays of SPUNK in your life, you QUIETLY HARVEST the STALAQURITES, earning a grand total of 250 ORE. \nUnderneath the CHOKEWORM, there's [[a way out|hall d1]]\n<<else if $dice gte 2 and $dice lte 7 >>\n<<set $ore -= 65>>The CHOKEWORM moves, and you have to act quickly. Diving into the [[TUNNEL|hall d1]] under its body, you get away but it nabs 65 ORE from you.\n<<else if $dice is 10 or $dice is 9 or $dice is 8>>\nThe CHOKEWORM senses your presence, and is upon you before you have a chance to react.\n<<if $wr gte 1>>\n<<set $wr -=1>>\nYou use the can of WORM REPELLANT for all its worth, and somehow, impossibly,[[ESCAPE|hall d1]] with all your ORE.\n<<else if $wr is 0>>\nThe CHOKEWORM wraps its body around you, living up to its name. In a last ditch attempt, you (painfully) throw your ORE to distract it. Unbelievably, you [[GET AWAY|hall d1]]\n<<set $ore=0>>\n<<endif>>\n<<endif>>\n<<endinsert>>\n<<endinsert>>\n\n\n\n
You decide to journey through the empty eye, admiring the various signatures inside from celebrities of a bygone age.\n\nSomething is stuck in the wall under <<insert "KEANU DEVITO'S SIGNATURE">>\n<<set $rungs +=1>>\nYou pull it out, and brush off the grit. How strange, it appears to be a DRIFTWOOD RUNG. You pack it away, wondering if perhaps ULTRA MICHAEL CERA put it there.\n\n[[EXIT|hall f1]]\n<<endinsert>>
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h=state.history[0].variables;\nfor(var i=0;i<c.length;i++){var on=(i==Math.max(c.indexOf(h[v]),0));var d=insertElement(null,"span",null,rl+((on)?"En":"Dis")+"abled");if(on){h[v]=c[i];l.setAttribute("data-cycle",i);\n}else{d.style.display="none";}insertText(d,c[i]);l.appendChild(d);}l.onclick=function(){reviseAll(b,rname);var t=this.childNodes,u=this.getAttribute("data-cycle")-0,m=t.length,n,lall,i;\nif((end||out)&&u>=m-(end?2:1)){if(end){n=this.removeChild(t[u+1]||t[u]);n.className=rl+"End";n.style.display="inline";this.parentNode.replaceChild(n,this);}else{this.parentNode.removeChild(this);\nreturn;}}else{toggleText(t[u]);u=(u+1)%m;if(v){h[v]=c[u];}toggleText(t[u]);this.setAttribute("data-cycle",u);}lall=document.getElementsByClassName(rl+"_"+rname);\nfor(i=0;i<lall.length;i++){updateLink(lall[i]);}};disableLink(l);setTimeout((function(l){return function(){updateLink(l);};}(l)),1);l=null;}};macros.mouserevise=macros.hoverrevise={handler:function(a,b,c,d){var endtags=["end"+b],evt=(window.onmouseenter===null?"onmouseenter":"onmouseover"),t=tagcontents(d,[b],endtags,endtags,d.source.indexOf(">>",d.matchStart)+2);\nif(t){var rname=c[0].replace(" ","_"),h=insertElement(a,"span",null,"hoverrevise hoverrevise_"+rname),f=function(){var done=!reviseAll("revise",rname);if(b!="hoverrevise"&&done){this[evt]=null;\n}};new Wikifier(h,t[0]);if(b=="hoverrevise"){h.onmouseover=f;h.onmouseout=function(){reviseAll("revert",rname);};}else{h[evt]=f;}h=null;}}};macros.instantrevise={handler:function(a,b,c,d){reviseAll("revise",c[0].replace(" ","_"));\n}};macros.endmouserevise=nullobj;macros.endhoverrevise=nullobj;}());
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
.passage .header {\n background-image: [img[caveworm]];\n}
The current is flowing towards you more insistently. The walls are rubbed completely bare, and in front of you a CAVE gapes.\nThe I.R. rates it a 10, the highest possible rating.\n<<timedcontinue 3s>>\nCan you <<timedcontinue 1s>>IMAGINE <<timedcontinue 1s>> the ORE that must be in there?\n\n[[> I CAN'T RESIST! SORRY, MOM, I'M TOO SPUNKY TO NOT DO THIS!|cave z]]
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The ground dips up, so high that you come up into a POCKET OF AIR. The dry walls are flat and lifeless, save from some old graffiti along the edges of the water. You take the opportunity to refill your <<insert "AIR TANK.">>\nTechnically, you don't need to do that, since you breathe in water best. But you never know! \nIf there ever was a plague of asthma, who would get infected?\n[[> NOT YOU, THAT'S WHO|hall x]]\n<<endinsert>>
<<set $dice = random (1,10)>>\n<<if $dice lte 2>>\n<<set $ore += 150 >> The room glows with a multitude of WHITE <<insert "STALAQURITES.">> Something is <<insert "SNORING">>\nYou quietly harvest the bounty and gain 150 ORE!\nThere is a [[PASSAGEWAY|hall v]] back to the main cave.\n<<endinsert>>\n<<endinsert>>\n<<else if $dice gte 3 and $dice lte 8 >>\n<<set $ore -= 50>>The clusters collapse upon your arrival! You are forced to [[ESCAPE|hall v]], and in the process, you lose 50 ORE. That was a close one!\n<<else if $dice is 9 or $dice is 10>>\nThe room rumbles and the ground stirs. The ground moves, and you realize you're standing on a massive CHOKEWORM, guarding his ORE stash.\n<<insert "OH SNAP.">>\n<<becomes>>\n<<if $wr gte 1>>\n<<set $wr -=1>>\nYou spray the chokeworm with the WORM REPELLANT, making a narrow [[ESCAPE|hall v]] with all your ORE!\n<<else if $wr is 0>>\nThe CHOKEWORM comes after you, wrapping its coils around you. Your quick thinking lets you [[SURVIVE|hall v]] but you are forced to leave all your ORE behind!\n<<set $ore=0>>\n<<endif>>\n\n<<endinsert>>\n<<endif>>\n\n\n
You offer to help her get off-planet, and she happily agrees. Turns out, hydroponic plants can be a <<insert "pretty boring diet.">>\nYou fly off in your ship, happier than any ORE has ever made you. You go on to spelunk many caves with her assistance, and you never again forget to pack <<insert "worm repellent.">>\nTo your joy, it turns out you were <<insert "wrong.">>\n\nYou aren't too spunky for anywhere in this galaxy. You are <<insert "JUST FINE">>\nAlso to your joy, you now engage in frequent and drawn out WEIRD ALIEN MAKEOUTS.\n\n[[> DARN STRAIGHT!|credits]]\n<<endinsert>><<endinsert>><<endinsert>><<endinsert>>
SPUNKY!!!\n<<timedcontinue 3s>>\n(You think you're in love)\n\n[[> ACT COOL|se4]]\n\n
You offer to <<insert "share.">>\nAs the two of you wolf down your CHARBERRIES, you study her. \n<<insert "Her reptilian eyes, pupils narrowing in hunger...">>\n<<insert "Her forked tongue, dripping some sort of acidic saliva...">>\n<<insert "Her neck fins, flaring when she catches you watching her eat...">>\nShe's...\n<<endinsert>>\n<<timedcontinue 4s>>\n[[She's.....|se3]]\n<<endinsert>><<endinsert>><<endinsert>><<endinsert>>
The one who told you to not move. She stands there, resplendent in her lavender gown.\nYou're CONFUSED. After carefully observer you and determining you aren't a threat,\nShe offers you some [[> MINT TEA|se]]
<nobr>\n<<if $ore <= 0>> <<set $ore = 0>> <<endif>>\nORE:<<print $ore>>\nDRIFTWOOD \nRUNGS: <<print $rungs>>\n<<if $wr gte 1>> <<print "WORM REPELLENT">>\n<<endif>>\n</nobr>
.passage .header {\n background-image: [img[caveyellow]];\n}
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\n\nYour final score: <<print $ore>> ORE\n\nTHANK YOU FOR PLAYING SPUNKY SPELUNKY\n\n<<timedcontinue 2s>>\nGame By: [[PUCK SAINT|http://pucksaint.tumblr.com]]\n<<timedcontinue 2s>>\n\nMade with: [[TWINE SUGARCUBE|http://twinery.org/]]\n<<timedcontinue 2s>>\nInspired by: [[PORPENTINE|http://aliendovecote.com/]], [[BRENDA NEOTENOMIE|http://www.patreon.com/neotenomie]]\nProgramming assistance: THE MAD EXILE\nTheme modified from : [[EARTH'S STORY ILLUSTRATED stylesheet|http://www.glorioustrainwrecks.com/node/5163]]\n<<timedcontinue 2s>>\n[[> SPELUNK AGAIN|Start]]
.passage .header {\n background-image: [img[rung]] , [img[altar]];\n}
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viWxv4u6+7b7Jd/bskrQ18a9O+tDnxo+e6R72bd3Pc1yWbIx/fz9N+/5P3t3VOvSvwAACwIhbwAABgAQ8AAIxwsPoDu9a8Z436U3c+s9XXFxv31iYTlkTDvu73a9/nxI8291z2ueeut9p20141unkf3dhnc8mXfvxbX2/c/6+eyI7X2NfnCjwAAKyIBTwAAFjAAwAAI5zWwO/7XPfW5j029fHxes+Fz5p4c+JZsqyh1sizJI986NGNt588+f2d2t+sec8a9N7NfPZ8a2use4vNe2uz3vv8aJ17vm2jX2/1/XIFHgAAVsQCHgAALOABAIARDu7bDlcb9G3PiW+d+x5/XhMP8I9TbdzPP//svT5e1TntmX1v3DNZQz33HP/4fLvWxM8tHh9X4AEAYEUs4AEAwAIeAAAY4eC+H4DRDfvStDb1GY09wG6IzXJsmrPGee6muXXu+doa7NbmvfU7CtWmvtrEV9+v0XPvR58/1Z93BR4AAFbEAh4AACzgAQCAEQ5cfuwjL+3yDlbnuFfnxGcNffXxRtOosyQXnPWig7BDvvHCK3Zqf17+B7duvP22z/78ZLs6Jz6z7Tnyhw69abLd2lSPbsx7N/C9m+rW/R/dvGevr3o8es+drzb7o+fejz7fs+PtCjwAAKyIBTwAAFjAAwAAI+zdHPjW5n3tz79vPvFrj5bu/8HPHHPQNtCsM1LWnC/NHe/5266Pd+2d50+2Y1M/dxP/3HNfnmxnTXzrnO+552gv3ejmPb6/2fkV7x/F8yN7/tY58tuWvZ7e36GIz+cKPAAArIgFPAAAWMADAAAj7HwDn81pz+4fG/Xq7XOLc96PP/O8s7wgNvOa+L6WPidc47/bnvjCt4Y+/qUXvbbp5++/9eRke2lNfBQb56yJz35+dCO/dr3nvPc+f6qN/Ojzce7j33r/KlfgAQBgRSzgAQDAAh4AABjhoEOwbrF5r96+a6pz36uPt+9N/NwNe2zS4/M/efM1XZ/vyeL93/vHf+hDaMGy5v19V/5K6fG+/c0vbHz8uD26iY9GN/LZXPiqpTfy8fGqc72rr6f6+Ntu3luNbtazJj9TnWtfPb9bj48r8AAAsCIW8AAAYAEPAACMcODyYx95aZ8PQJzj3iqbA1+dK1+leZ9XbOIv+/oTk+3HX3+pT5mOsua9tTnOZE31vjfxrd+RePkf3Dr0/YnnR+tc+OrjtZ6fWQMfjW6eswZ+9BzsapO8tDnyWfNe/Y5Aa/NdFb9zMff5tzSj59zH89cVeAAAWBELeAAAsIAHAABG2PsGPqo26q0Ne+8GfulaG/25m/c/+91/2vTzGvi+YgM/unl/zesu2nj7Hz38p5PtE199YbL9n44/tFfvz9wNfLU5z97PKM59r9LE1/Ru5kfPGT/t8z5p7KvN+6lTz5eOb2sDnzXtVUtr4Het2XcFHgAALOABAAALeAAA2HMa+MToOfFrb94//MovTrZv/+6buz5+bOZbG/jYtL/rt/5v19cb58LTZvTc94//yfT8veWaN2+8PfMf/+zD0+133T7Z3vUmvrWBj7ImPjbm2fnQOvc9U33+1vM3Pt49//VtpZ/fdvNbbeZHz5Wvam3sq/vTe+57a/N+9S3X1tY/Dz621ferur+tvx+jm3tX4AEAYEUs4AEAwAIeAAAY4aBDsFls1qPWufCjm/jWueuXff2Joc93/JnnN95ebd5b57bT5oKzXuz6eE+G7d7Ne9asR7GRj3PF/32xeY/NePx9eM+/+udOqgbx/XnfzHPgq68ve76s4b/50+/dePvd19032Y6N7txNfNZwx0Z+9Fz3apM+uslfe/N+2nrp3e+crn+SJr73XPq5xd+nuD+tv3+uwAMAwIpYwAMAgAU8AAAwgga+UdawV2+vPv7axWY+NvfvKj5e77nu1bnxsdlf21z43g1777ngvcXmPTbufxGa47h9Rtj+hTecVdr/eLwv0Lx3FZvybc+Bz15f1Zk33lW6f2zkl9bER63Nd6ba2M/dvLeqNuStjXtV1sRnDXlv2fm+tCbfFXgAAFgRC3gAALCABwAARtDAd1Zt1qu3z93EP/76S7s+XnWufLVBr1ra3Phs7v3opn7uZj3b34t/su3x49z3KGvef+pLv9j0/L2/U7A0S/+OQ9T6dwR6y+bAj272526MlyY29nH/L7vsyGR79Bz67PXtm/gdhUOHau9fdr6v/ffFFXgAAFgRC3gAALCABwAARtDAD9Y6Jz4T56jP7fgzz5f2/xPJ441u3qPRj9+7ad92Iz/6eGRam+Bq837kvKNd9/+7l//1ZPuVf37Jxvtff/SByfannrp6rz4/4/u9tIa9Vesc+NGWNhd+tLh/jz9+vOv+x6Y7mrt5n3vue1U8HvH4VRv0pZ3Prc/vCjwAAKyIBTwAAFjAAwAAIxy4/NhHXtrnA5A16Ut7fVFrA19tkpd+vJga3cS3Nu2t+/PkzddMtuOH2f/46guT7V94w1kbHz9r4K/8wW9Nth/+id9t2p9qAx9tu4nvPQc+vp9RbOBHz0kfrXV/funuP+n6ej78jnsn26PnatNXtQlfWgP/1IOPbbx9ad8haJ0DX/39ic/nCjwAAKyIBTwAAFjAAwAAI+z9HPjWOe2jG/D08Tu/nqy517yvy9yN+mgXnPXidPuP/3Cyfd+v/ruNP19t4qPW5j2TNe/Z/Uc38b2b96pdnwuf6d28t8oa4MsuO7Lx9mzO99xNM9t19N3vnK43kiZ+9Pmbnc8nT7b9nYDWht4VeAAAWBELeAAAsIAHAABGOOgQTGWN99Ia8Orr2fXG/dSp50v3P+ecc530S/a/75ls/sbb7qn9/Mv+2cab/3VoqP/ijL+ZbB//0vT+x575QNPufPfyv276+bkb4bmb96zxjnPilzYHfu1N/u2fv6F0/xt+7vc33p417nH78cfbmuKq2CBve659de7+2ue+b/v4xqY9O19Hv79VrsADAMCKWMADAIAFPAAAMMLeNfBZIx2b6Lnnvo+273PcY9P2ne9836fADrv4p//JZPvsL/3iZPv3Hpg26f/h6p+ZbL/mytdPtj934V2T7SPnHZ1sv/LPL9n4erLblybO3d/2HPjqHPTjz0w/73/4ybbvMJx5410bb3+i+Phrb+bv/btfn2zHJj42v4cObX68bG58FJv5KGva19a8s/n9z74jUD2/MqPfn+z1ugIPAAArYgEPAAAW8AAAwAg738BX54LH+8dmPGvid62ZX7vec1xZtqx5j836f/lebS77v/3N10+2P/fRp6aPf/n0/r/zsn+YbP/nR/7l0P2//ugDsx7v6tzwtTtyYfJ3IzrPsa82/9uWNfGxWc4a36xxr6rO4Z67cR79dx12Xe8566NfT2uT7wo8AACsiAU8AABYwAMAACMcjM13nIO+62IjnTVomvepj977k5Pt37zh/8z6/NXvOESvetXZk21z4dcta96rvv3NL0y2X/O6iybbWRP/2+H5f+OKvxz6+dVb9nn44XfcO9leWhMfm/UnGx8vzpWvyubI75qsIc+a+Na58NUm+upbri3d/6kHH9vqeoTNes99X9rrcQUeAABWxAIeAAAs4AEAgBEOXHLx+19qeYClN/PPPru5IcuapNigZfu79ia+2rTH+2d6N/Kxge/dBGvil+3f/M+/mWxnzfsP3v5I1+ePTXz0uY9+fePr+/XvfqP0+RLP99j4VudWV39fsrnccQ743LJG/Yef/MBk+9KLXjvZjnPZH/3asdLz9/4OQGtzv3R3X3ffxvM3a8Jb537f/On3Dt2/Rz70aNPvX9bAZ/sf9+/U0y+t6vzIvmMQ9z9+h+GFL/596fni8a6+P6PnvkeuwAMAwIpYwAMAgAU8AAAwQtrAV+eSLq2Jr84Jz5qnahO99CY+a9irzXrvx8vez+z9yprdapOmiV+33/7Ryyfbv/Oyf+h6/9GfT62fr/HvHvQW/32Yey58nEs/tys+dswvWYOsGe/dvMfnO/rudzY9fnUufOu/X5nqXPulaW3gH/j4/aV/76sNfO/1RZUr8AAAsCIW8AAAYAEPAACMcLD6A9W5mEtr4lvnhMdmNdu/bTfvvee0j368m674ysb73/PIG8N/+dFk69jh/z7ZHt2gsS4P/9L/Cr+gP9X1/tWmvdr0tjbAb3nL5s+/1kY+vr7YpGdN/OiGvfffiYj/3sWmWhO/LL3fn2yuenz8rPFnKn4nofodg97//mffAZ2bK/AAALAiFvAAAGABDwAAjHDaHPissTz//LMn20ubE581qNWGNDZU1cY/ez3x52MT3jo3PWpt2LOff+FTD0+2z7r+yqbHy1Sb9zi3NTufI3Pg237/Rst+H3/u6Pc23v53oXGv3n/0/lc/v+L5nT1eazO67Ua02rjH11v9969KE79Z6xz4OOd96ftTPV+rc+HXPge+1Qtf/Puhx7e6fuzNFXgAAFgRC3gAALCABwAARmhu4KOsid92A59pnRPc2oBmTXxvsVm/7bM/v/H1xON7x3v+duPj/94Tby+9X3HOe9bUR7GJz7Sez70t7e8mjP59a51r3qq1ac72Z/Tjt+5f7+Pfe397fz5Hrc2rJn6s2JCvrYHP9kcDP1ZrAx9/v7Pzb+6/O+MKPAAArIgFPAAAWMADAAAjHKz+QLXxbG3ie89Vzl5/1phljVO1mY7Nd9VNV3yldP+sWc+O/+mNetvjVVWb+Fa33PGj8F/e2HT8q8dn20386N+/0c3g2uaS955DvO3vGPR+vSdPHl/06x39HYB9M/d3BGKjfvTd7yz9/FMPPtb18yp+flSb7Ac+fv9ke9ea+NH7t/TPT1fgAQBgRSzgAQDAAh4AABjhtDnwUe+58JnRzWrvOcpzy5r5rMnOGvg4Bz57/tikVx8vez/uv/XkxtuvvfP8yfajJy6ebMe58PH27PjF/f34bdP/5602yxrZtt/H7Hj2nhPeqvfn2dKbzOr5XW3I19b0mxPfpjoHPlOdE3/q6Y3Lo+bmfe7vyKy9gY/He/Rc9tbvRI7mCjwAAKyIBTwAAFjAAwAAIzQ38NHaGt/Wxj+qNurV+7c27PHn4/1b59K37m+m2rTH+0fZz2f707vhXpu1NcmMNff5vG9N/O2fv2FR+3P8mb5/JyI279n7XZ2LXm3ge4v7lzXw8Ts0ref72hr46ncMRjfxS+MKPAAAWMADAAAW8AAAsOcOxv/Q2lhV5/rObXQzmTXfrc37WddfufkFfHbzHPisea8+f5wDnzX41eMVtTbvmbg/cX/j62t9vt4N/dxN8NKa5+x4bPt4re39Hf3++w7FvHo360cuPHfo4/d293X3LXp9MtoDH79/sr32ufDVz8s4133tTbwr8AAAYAEPAABYwAMAwJ478OrzrnlpSS9odJM2urnMGu2ssY5NeFRu4ouqc+errz/Tew59dW58fH+irPHX9LJP9u07Tvt2PK/42LHJdjanfe7Ha33//R2OqaU18dkc+NHfcVp6I+8KPAAArIgFPAAAWMADAAAjLK6Br8oatqU1kfffenLj7dfeeX7X58ua76i1ge9t9OuJjXz2/lTn3Pc+/5Z2vi9tDvyum3suvDnvy/73bde1Nu2jP39b/+5N9e9abPv3q3cjnzXu1eM3+ngtrYl3BR4AAFbEAh4AACzgAQCAEVbfwC9d1lRH1Qa+2rhX56LH+2dig5bNdY+Ne2zURh+/6vvV+zsKsGRra7B3rbnf9QZ+7u8Izf38rY+/tu+gbPvv+Mz9/scm/rnnvtx1fw8detPG212BBwCAFbGABwAAC3gAAGAEDfzMejfWsWGvNuvZ40WtDX212X/hUw93PV7A/7/eTau58Ns9/tu27SZ86fu77YZ81z4/dv07JK7AAwCABTwAAGABDwAAe04DvzC957ID/GONblg19tt9P+a27bnv9rfv61378V/775Mr8AAAYAEPAABYwAMAwJ77fwMA7bkleIvHGl8AAAAASUVORK5CYII=
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As the tunnel narrows, it slopes upward. The algae that grows on so many of the walls here has for the most part been rubbed clean off, and the few left are in some of the worst moods you've ever seen.\nThe I.R. detects a chamber on your RIGHT that you failed to notice, rated 7.\nOn your LEFT there is a small tunnel sloping downward. It looks small but you could definitely fit if you squish!\nAhead of you, a current pushes you back.\n\n[[> CHAMBER|cave y]]\n[[> SMALL TUNNEL|hall y]]\n[[> ONWARD!|hall c1]]
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Inside is a room built on a grandiose scale, albeit with sparse decoration. There are stairs leading to a blank platform that may have once hosted a statue, a sand fountain, and a [[TRAPDOOR|trapdoor]] in the ceiling.\nThe I.R. detects no more substantial ORE deposits in the cave. \nAnother job well done by you.\nWhen you're [[> READY|ship]], you can send up the beacon and exit the cave.\n
NOT JUST ONE <<print $purchase>>.....\n<<timedcontinue 3s>>\n<<print either ("TEN","TWENTY","FIFTY","A HUNDRED","EIGHTY THREE")>> <<print $purchase>>s\n\n[[> DARN STRAIGHT!|credits]]
Untitled Story
.passage .header {\n background-image: [img[title screen]];\n}\n.passage .header {\n width:100%;\n height:480px;\n min-height: 480px;\n border-radius: 1em;\n margin: 0 auto 1.5em auto;\n padding: 0;\n background-position: center;\n background-repeat: no-repeat;\n}\n#passages * {\n box-sizing: border-box;\n -moz-box-sizing: border-box;\n}\n.passage {\n position:relative;\n width: 60%;\n font-size:3.5em;\n font-family: orange kid;\n margin: 2em auto 0 auto;\n}
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
<<if random(1, 10) lte 5>>\n<<set $ore +=50 >> The room glows with aqua <<insert "STALAQURITES.">>\nYou harvest them and gain 50 ORE!\nThere is a [[PASSAGEWAY|hall h1]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 30>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall h1]], you lose 30 ORE. That was a close one!\n<<endif>>\n
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
You come up into a thoroughly modern bedroom, overgrown with plants of all sorts. Some of which, you've never even see before. \nYou barely have time to admire it, when...\n<<timedcontinue 3s>>\n<<insert "DON'T MOVE.">>\nYou freeze as instructed, a little suprised. \n[[> AND THEN YOU SEE HER|se1]]\n<<endinsert>>\n
\n\n<center> [[NEW GAME|Beginning text]] </center>\n\n<<remember $rungs = 0;$ore = 0;$wr = 0 >>
You stand at the base of a LARGE STATUE, carved from a beautiful piece of <<insert "BLACK ORE.">> \nIt's carved upside down, so the crown of the head is in the ground.\nTwo of the eyes are hollow, so you can go inside. The I.R. Rates the RIGHT eye as a 5.\n\n[[> LEFT EYE|cave a1]]<html>                                                  </html>[[> RIGHT EYE|cave b1]]\n<<endinsert>>
<<if $rungs is 6>>\nYou combine the DRIFTWOOD RUNGS and the ROPE in your pack to reach the TRAPDOOR, which you pull open. Bizarrely, light and color greet your eyes.\nIt smells like...\n<<timedcontinue 3s>>\n[[> GINGER ALE?|secret ending]]\n<<elseif>>\nNo matter how you arrange the ROPE, you can't climb up to the door! And the ceiling is too far above the water level for you to SWIM there.\nIf only you had some sort of LADDER, or a way to build one. In order to reach the height of the TRAPDOOR you'd have to be able to build something with at least 6 RUNGS...\n[[> WHATEVER|last room]]\n[[> I DON'T CARE|last room]]\n[[> I'M NOT EVEN CURIOUS|last room]]\n<<endif>>
You hardly notice the change in scenery until you find yourself in front of a WOODEN DOOR built into a wall of SMOOTH ROCK.\n\n\n[[> THROUGH THE DOORWAY|last room]]
<<if random(1, 10) lte 4>>\n<<set $ore +=45 >> The room glows with deep orange <<insert "STALAQURITES.">>\nYou harvest them and gain 40 ORE!\nThere is a [[PASSAGEWAY|hall e1]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 20>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall e1]], you lose 20 ORE. That was a close one!\n<<endif>>\n
font[face="orange kid"] {\n font-family: "orange kid";\n}\n@font-face {\n font-family: "orange kid";\n\n src: 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
High off adrenalin from your CHOKEWORM encounter, you run through the upward-sloping tunnel. The walls around you are gathering algae again, and a school of PONYFISH cavort around your ankles.\n[[> YOU TRIP|hall d2]]
Stupid PONYFISH!\n-Wait, you didn't trip on them, your feet caught on <<insert "something else...">>\nYou lift up the strange DRIFTWOOD RUNG out of the water at your feet. Try and trip me, will you? Into the pack you go!\n<<set $rungs +=1>>\n[[> STAND UP|hall e1]]\n<<endinsert>>
In your musings, you nearly fail to notice the the DRIFTWOOD RUNG lying near your feet\n<<set $rungs +=1>>\nAlthough not ORE, you take it and put it in your <<insert "pack.">>\nThere are two exits from the room, one under a cluster of orange CORAL and the other shrouded in overgrown SEAWHEAT\n\n[[> CORAL|hall o]]<html>                                                  </html>[[> SEAWHEAT|hall n]]\n<<endinsert>>
the tunnel turns right and dips deeper. A shoal of mutant hermit crabs crowd the ceiling, their shells encrusted with sparkling rocks.\n[[> ALRIGHT|hall j]]\n\n[[>> WHATEVER|hall j]]\n\n[[>>> STUPID CRABS AND THEIR STUPID CLAWS|hall j]]\n\n[[>>>> ACTING LIKE TENTACLES ARE INFERIOR|hall j]]
The hall stretches forwards. Is it just you, or does the darkness seem a deeper blue now? You must be getting along in the cave!\n\nOn the left is a chamber with an I.R. rating of 5\n\n[[> LEFT|cave f]]<html>                                                  </html>[[> NO WAY!|hall h]]\n
The hallway is lined with snarky algae. \nYou notice a small chamber with an I.R. rating of 4 near to the ground on your right\n\n[[> CRAWL IN|cave j]] <html>                                                  </html>[[> HOLD OFF|hall k]]
The tunnel stretches ahead of you consistently. there is a little chamber to your right with an I.R. rating of 3\n\n[[> ENTER|cave e]] <html>                                                  </html>[[> NAH|hall g]]
The tunnel is lined with spongey growths struggling to keep their economy afloat.\nThere is a chamber to the left with a I.R. rating of 3\n[[> ENTER CHAMBER|cave d]] <html>                                             </html>[[> ONWARD!|hall f]]
You take the RIGHT tunnel. Not like, the CORRECT tunnel, necessarily, just the one on your RIGHT-tentacle-side. You go until you reach a dead end- on your RIGHT is a chamber which the I.R. rates as a 0 risk, though the entrance looks unstable. You may not be able to get back out after entering!\n\nto your LEFT, the tunnel continues on for a ways\n\n[[> RIGHT|cave b]] <html>                                                  </html>[[> LEFT|hall d]]
The tunnel branches out ahead of you. There is algae growing on the walls. It shouts immature remarks at you as you pass by. Ahead of you, the hall branches [[RIGHT|hall b]] and [[LEFT|hall c]]
The tunnel's floor is littered with crumbled stones, looks like you're getting into a more ORE-rich part of the cave.\n\nSure enough, The I.R. detects a chamber with a rating of 7 on your RIGHT\n\n[[> GO IN|cave p]]<html>                                                  </html>[[> I'LL PASS|hall p]]
The light in the tunnel is richer, the I.R. is picking up several signals ahead.\n\nOn cue, the I.R. indicates a chamber to your RIGHT with an I.R. rating of 8. The entrance looms ominously at you...\n\n[[> I BET THERE'S SO MUCH ORE IN THERE|cave q]]\n\n[[> I'LL KEEP THE ORE I HAVE, THANKS|hall q]]
You're navigate through the strands of SEAWHEAT, when your foot catches against <<insert "something">>.\n<<set $wr +=1>>\nIt appears to be a can of WORM REPELLENT! Good for keeping away the nastier life forms in caves.\nSome poor previous spelunker must have dropped it! You put it in your pack, and [[> CONTINUE ON.|cave k]]\n<<endinsert>>
The ground slopes upward, and the water takes on a greenish tint. You notice fossilized ALUMINUM CANS in the walls.\n\n[[> WHAT KIND?|cans]]<html>                                                  </html>[[> HOW PRIMITIVE|cave k]]
Your I.R. chirps and you are presented with a choice:\nTo your right is a chamber with an I.R. rating of 4\nTo your left is a chamber with an I.R. rating of 7\n\n[[> GO WITH RIGHT|cave h]]\n\n\n[[> GO WITH LEFT|cave i]]\n\n\n[[> GO WITH NEITHER|hall l]]
A chamber catches your attention immediately, with a rating of 7.\n\nAhead, the tunnel is clustered with a thicket of SEAWHEAT.\n[[> CHAMBER|cave l]]<html>                                                  </html> [[> SEAWHEAT|hall m]]
Spelunking is an oddly peaceful experience, when you aren't in danger.\n<<timedcontinue 3s>>\nSometimes you think your SPUNK is too much for any planet\n<<timedcontinue 2s>>\nSo, it's good that you have this job.\n\n[[> MUNCH A CHARBERRY PENSIVELY|cave k]]\n[[> SIP YOUR GINGER ALE CONTEMPLATIVELY|cave k]]\n[[> ADJUST YOUR EQUIPMENT TO GET AWAY FROM THAT LINE OF THOUGHT|cave k]]
Crystallized corals scrape along your Miu Miu spelunking boots, bought with the spoils of a particularly fruitful cave.\n\nTo your LEFT there is a dark chamber. The I.R. detects no ore.\n\n[[> GO IN|cave g]] <html>                                                  </html>[[> I'LL PASS|hall i]]
The thick, cotton-candy-like cloud surrounds you as you walk into it. The I.R. radar doesn't work in this! Glitter interferes with its mechanics.\nTo your LEFT, you see an ORE chamber\n\n[[> HEAD IN|cave c1]]<html>                                                  </html>[[> HOLD OFF|hall g1]]
<<if random(1, 10) lte 6>>\n<<set $ore +=30 >> The room glows with cream <<insert "STALAQURITES.">>\nYou harvest them and gain 30 ORE!\nThere is a [[PASSAGEWAY|hall i1]] back to the main cave.\n<<endinsert>>\n<<else>>\n<<set $ore -= 15>>The room begins to shake, and then collapses. In your frantic [[ESCAPE|hall i1]], you lose 15 ORE. That was a close one!\n<<endif>>\n
Dead ahead of you there is a wrought-aluminum GATE, which you can see leads into an abandoned PARK carved from the rock.\nThe tunnel also splits, With the LEFT side coalescing into strange silver floating clouds of glitter, and the RIGHT side dipping up into a rare pocket of air.\n\n[[> GATE|cave u]]\n\n\n[[> GLITTER FOG|hall w]]\n\n\n[[> AIR POCKET|hall v]]
This is definitely the part of the cave you came here for. \nThe walls are covered in tile with strange patterns on it.\nA hole in the tile leads somewhere with an I.R. rating of 9, and something living inside.\n\n[[> PUSH ASIDE SOME TILES AND ENTER|cave s]]\n\n\n[[> LEAVE WELL ENOUGH ALONE|hall v]]
The cave is becoming more structured, and there appear to be PILLARS carved from the surrounding rock. \nThere are even little rock TRASH CANS! Whoever lived here previously must have wanted to keep their cave free of litter. <<insert "COMPLETELY UNDERSTANDABLE.">>\nYou take the opportunity to toss an empty charberry package. It feels good to take care of the environment.\n\n<<insert "You notice something at the bottom of the TRASH CAN.">>\n<<set $wr +=1>>\nSomeone had thrown away their can of WORM REPELLANT! This stuff is excellent for keeping away the less generous creatures living in the caves. You pocket it.\n\n[[> FORWARD!|hall u]]\n<<endinsert>><<endinsert>>
You appear to have entered a courtyard of some sort, the ground smooths out and a now-still sand fountain marks the middle of the room. It would have been something to see this place in its <<insert "heyday!">>\nYou look at your ginger ale dispenser and decide that the present is inarguably better.\n\nThere is a chamber covered in KELPS that your I.R. rates as a 6.\n\n[[> ENTER IT|cave i1]]\n\n\n[[> CONTINUE ACROSS THE COURTYARD|hall h1]]\n<<endinsert>>
You shift your pack. ORE is heavy!\nAn inviting cave to your left rates a 4 on the I.R.\n\n[[> WHY NOT?|cave r]]<html>                                                  </html>[[> SKIP IT|hall t]]
The tunnel forks here, luckily there is a very clear signpost in place for lost travellers.\nThe signpost pointing left displays a pictogram of a SKULL, while the one pointing right displays an antique tombstone reading "YOUR NAME HERE"\n\n[[> SKULL|hall r]]<html>                                                  </html>[[> TOMBSTONE|hall s]]
.passage .header {\n background-image: [img[cavedark2]];\n}\n
Your ship touches down on the surface of the tidepool planet. You are a galaxy-reknowned spelunker and you come to this planet in search of strange and valuable ORES found in the stalaqurites that form in the watery caves. A risky and dangerous job- the caves could collapse at any moment!\n<<continue "CHECK PACK">>\nYou check your pack: rope, [[integrity radar|IR]] (I.R. for short), charberry bits...\n...everything one needs to go spelunking!\n<<continue "OK">>\nRumour has it, though, that more than just ORE is to be found in these caves. <<insert "BUT WHO CARES!">> You just want as much ORE as you can get your suckers on.\n\nWhen you're ready, [[> ENTER THE CAVE|cave a]]\n<<endinsert>>
The walls are smoother, and less raw ORE is visible, though the I.R. is still detecting some- to your RIGHT is a chamber with a rating of 5.\nTo your left, the floor slopes again as before, leading to the same place.\nAhead of you, the tunnel continues still.\n[[> RIGHT|cave w]]\n\n\n[[> LEFT|hall y]]\n\n\n[[> STRAIGHT AHEAD|hall a1]]
You slide downwards, gaining speed before landing -WHOMP-\nin a field of soft SEAWHEAT. \nSomething about that tunnel back there struck you as funny...\n\n[[> ANYWAYS|hall e1]]
You descend again, and the tunnel begins to look more like a hallway, with smoother walls and a more level floor. To your right is a chamber with an I.R. of 3, to your left the path slopes downwards into unfinished cave again. The hall continues ahead.\n[[> CHAMBER|cave v]]\n\n\n[[> DOWNWARD TUNNEL|hall y]]\n\n\n[[> MOVE FORWARD|hall z]]
The cotton-candy-glitter-cloud thins, and your I.R. registers a chamber on your LEFT with a rating of 7. Ahead of you, you notice a large MONUMENT of some sort...\n\n[[> CHAMBER|cave h1]]<html>                                                  </html>[[>MONUMENT|hall e1]]
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
.passage .header {\n background-image: [img[rung]] , [img[hall]];\n}
.passage .header {\n background-image: [img[cart]];\n}
the labels read SPRITE and SIERRA MIST. Looks like there's a few GINGER ALES thrown in there too.\n\n<<insert "Sure is nice how ginger ale is widely available nowadays. No longer a hot commodity like it was back then.">>\n[[> TAKE A SWIG FROM YOUR GINGER ALE TUBE|cave k]]\n<<endinsert>>
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
<<if $ore >0>>You relax in your ship, counting your ORE. That was certainly a haul! You think, quite possibly, you have the best job in the galaxy.\nWhat will you buy with your newfound riches?\n\na <<textinput $purchase "[[ADD TO CART]]">>\n\n<<else>>\nYou open your pack to a sorry sight- no ORE! You must have taken too many risks and dropped it all... curse this SPUNK.\nThe disappointment fuels you, next time you'll definitely get a good haul!\n[[> DARN STRAIGHT!|credits]]\n<<endif>>
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YVkaf5zZf+wf+h39eI6h2Qfkx33u8/IEaPKv1n8eTuTXXnvP0jH6s7R/tMTT733cE5b/3MRcP2vDRbY9W5URNPnJbL4/5kcni7lbN5dk1jfVYUnaHJ8v4qWky2ZvmmW4Pbt8z1v3+/+Fevd+OY+i5W3sWiOZhUMdkaC9/QAACAymNBAwAAWNAAAACULVOGRvs3Wfum1oPJoug8TaPlZs4YvazuOTdyPYlUw5mzyZKhGfi97+/T/Iun/fbEOjSav7HyNDH3+H914y1urKVYdv7LL/z5dwy4cdvLvstQ/8GDpfystcbML2/7lhuf0DXLjTVbo9tj6tM0tzYnnc9wZmtSxdS5mdI+Jrj9+f373Fhr4Vhi+kDp67/tN1uTnkvM63k4MzRZzrMIc+ac6safnLWw7nwrT6Mu/fKpwe1WtiYmT5MlQ5NK+z3xDQ0AAKg8FjQAAIAFDQAAQNmiikxoLqRlzCT5m3Bfp6JZWRmrhk1qXySLlZVRmpvJcvyeTn+P/+LTF7nxLTN9vZmmDX54KGVlihbTj0m3p17blj/xWYQWyRBohiYvmifQ+/qam1Hb7vZ9mtoP7wgftKPFj7t9hmbwgM/WlFWfJqYmjUXr0GjOJiZPo9ez0fI0Mf2nYuY0ralfC2eOjDVzY2Vret9yTN2H1ZyN9XpW1vZGyNYUbcOGX7vxctlu5Wl0u5Wnuelqf0zN02g2Rd2feM7WcWqOKXmdmPnWvnxDAwAAKo8FDQAAYEEDAABQtqg6NDG1ZGIyNKk1aaxjpvaByitDo8e58KFPubHmZnZ39LnxZzauCB7nxtmX1Z0zZnSnGx83/y/dWPs0kZv5oyz1aaxrmNcx9b6+1pVJFdPXaf3X7wxu33H/Gjce3BfO8Wg+pnWCz9b0d/cF59R8iEiexqofk0p7M1nHienflPyBeAjVp1mz7ho3nnfaFwt9LM3caLbmsW3bhnxMq4ZNlhowMTmbmIxOo/V4KqI+jcWqWxPjxhvWBbef8q7pbpwlc8M3NAAAoPJY0AAAABY0AAAAZRvVMd3Xldm1y/dp0joo+3v9uqd9b/3eLlaWxZKav7Hm63Y9f8216HaluZZLHr42OEePo9dt8eZlweN0dPteVzU9m3qagnOaJ4x145r7oI/54T3kZobEqj1TdH8o6157ljyNWv+VO+Sg/rW04yc/y+X4Vu2ZY7pm+Elt/vMhptKO9l2yWP2bjpn4uuBjWTkbq/dTEfmbkaymzo3Us3mzZGs2zPPZGu33ZDFr2ET0h8pSw6aK9Wy0Ps0CGa8+56bg/Jj6NBatW2N+bvQcCG7vijj+ysUPBbdb/aE0l8M3NAAAoPJY0AAAABY0AAAAZRulGY4eycd0tPntu2QHzY6o7ZK/aRrr10nbe3e68fiIvI5uV7pvj/FkdN/bT/w7N77wJ75mjJW/6eppdWPNCdX0ZjKyLzV1bh6tX+fmxTH+QJqbsSy499JKv8iKrocR05vJmq+KztMUTXMzWm9m+vTj/PZOn4nZ+tKz/nVo9GYaHOe3N8tt8ed2+DzK9GOOSzpPqx+T5l2s7ItmaLI8lmZuNE+jNXsmnT2v7vHL6vGk7ylVdL2ZvN6n6rXju5KOo9kaq1aNlYNJzdYcSjQrE1OrJoslx18S3L70qW/k/lhaw4ZvaAAAQOWxoAEAACxoAAAAyjYqpi+SdpHRbI3qiahPo/vq/J69O9x4qlWTpjv8uHqet2veRVi5Gas3U0xdnFSamxlpGuG+fiPkY/Q+vVWHRns2WXNqas8Iq0+T0tyMZepYn1HYvtdnFPoP9NU95qSm4934z487041/+vSDdR9X8y6ptWqy0OO0dMqnXWKepqz3lOZprGzNT9ddafyLtrXQ92lNfRrD4U/5OZp9MevQiJg8jUrN1hShrPyTlZuxatK8/n3h66+9k7Sn0qa7ngnO19yMVUtGxcyx+j3xDQ0AAKg8FjQAAIAFDQAAQNlqik9oHkVlyZQU0ctJrTJyM1c/Ea4HU9NTqQgd/p70VSctStq16NoAMVL7mIyE+g1FiMnK6BwrNxNj684tdedoz6aD+wfceOqRvmfTlm5/j3z6JMm4GL2cev/M52maIjI0Uc9F8jqa0YnJBsXUv3m6f3twjtanUUVka/Q9GNPz69QZV7nxI1u+EJxz+oxPB7ePPXpiQ70vaj5PIjIxmqGxMjdWRqesz8bhzBRqDTOrr5P1O2j5/7o1PEnyKzV5GpmyuukBN551SjgTY+VgLJrXsfANDQAAqDwWNAAAgAUNAABA2ZrnvvOKupOsjIuVa4nZN6/jWLVklJWzUbpvzPyr//A1N9asTF79MmL6N8Xc043JuGS5r5zlcYvWCLVnrP41qdd//dfv9H/o8zWZXrzvX/2beUybG2tNGmu70gyNmvmGE9z44G5fh0Z7OVl9oCbNPyvpWll1ZayaNNrXSfM6WerT1NShEW8Y97rwczQyNFZfp70v7Ej9iE6arRkaKzeTqhFyNqmfUTE1bGLq1hShkXOHMTkb/R136ZdPzeVxY/IxMZkbvqEBAACVx4IGAACwoAEAAChbzc1vq5eTSs27xPSKylLnxqo3ozkYnWPVobFyM1YPpuaO0cHtjZCbiVFEbsY6/kiuVaM5HitPo9dn7wv+faF1aKzcjJrWOdX/oVNeq+3+bT7Y6bMyMbVbLNOPOa7ucdr+7amkY2pdGWUd3+ohlUpzM5qV+Y899a/PDqPf0/6I99dAr88ztbS1GbMGI/YdXehrWF+TSl+fRb/HU7OAmo+x8jQ9U8b4azhtQnDfVGs3LnXjM09bFjy3RugnlZcj//6Nwe3av2nJ8ZfUnaN2vbrTja/93vy656D5G76hAQAAlceCBgAAsKABAAAo26jUvIslSw4mVWpfJ4vWnlkx73NufP1zq9y4iv2VkF1M/ZgYmqGJydNYPZ4GpUyM1l9R27rDfYiautPOWfs0bZc+UP3dfcFzsM4nJqOj++p86/gxx3z7Rz7mxjskb2T1cipC/76eunPs3ExTofvGvN5i5ljj1GxNXpkSc75kYnTOa8dPCE7XzE1qnmbu7CWV/tyL6f002HMg98fV3EyMlYsfCm7nGxoAAFB5LGgAAAALGgAAgLKNSs3NZMnWxMyPoce06spYtWc+uv5aN9bcjP6feKvGTBH0niVZmXLllZuxjpnaW0qzCM0dvqeP1pXZKhmXKrJyM1ZWxszrSFZGe0jp+MkMPZ5iDPYNln49U/s3WdkXKx+TekyVmokpOlsTU6smS54mL2vWXePG8077YumvsZi6MtYcpbmZ8Uccmcu58Q0NAACoPBY0AACABQ0AAEDZano55dVfKUZex7d6OS3508vceG9Tb3BOd+uAG2tuxqo9s3zTrXXnxIjp2YThUURuJuaxrJo0Zl4hIp9xzJEzks5na5PP32g25QXN5XS0BOfEZF+svEuM1NozNfMlT2Odw+wps91YezbF9G+K8djKH7rxyYvfX/ArS18bzUM+SmpWpixF9EKy8jGaoSkrT9MIuZnOvpYh72tla2L6NKXiGxoAAFB5LGgAAAALGgAAgLKNSs2ypOZs8qo9E6WjNbj58nU3uPHXTvN1aK7ftCrp8JqbyStPU0TtmZh7yVnuNyM7K0/TuvoRN7YyDVp7RnMz1vYYWttm6sSZbrx9b/2sQF65GUuW7I5ub+lsT3rcN4x7XUVeTc0NdTZWPZsqfubE1Ko5lFj9m6wcjG6PsfMTv02ab/VssvANDQAAqDwWNAAAgAUNAABA2UYN54MVUtvGyM2omtzMcz43kyX7kmXfImS5P110DynyOv+5mjzNgtP9X9z8czcc7A/vm5qbier91OL/nTP1uGPd+OD2cKaniNxMzTlHZHSax7S58bbu7W78dL8fz3v9O4LXoTpZmTRWliWv+XntG/O50Wh97lJr0ljPpRE+G63cjNaeienNZGVrdPvlH76h7nFS+zppTyi+oQEAAJXHggYAALCgAQAAKFtUhmY4ezxFicjNfPLxZW58/SlX5PKwedWeycK657pm3TVubPX+yOs+9NqNS9147uwldecX0XtlJBh8x3FJ86PyMSJLrRrNrOj2wf39uV8Hzc1oPqbm/LvD+1r5GKt+TxbNrb4ezGD/YOVeb1myL1n2rUrdLKsmTUyeJq/cTMznfBapPZuy1KTRrIzmYHScmqfhGxoAAFB5LGgAAAALGgAAgLIVUoemkMxNRG5mT+8+N+7qGu/GeWVfsuy74N5Lg9vzujes91OLrtkQk5tpZFr3JUbM9czr56jn9trxXf4vJvl/ewzu6w3uq7mW9jGjg3OO6phc/yQm1n+vWfkbzdMU4Zj2GUPeV7My/7Hn2aR9U2vVNHcU3V+p/vHzqgdzqIp5z1rv/dQ8TRGf81nc+95vyQvFD636MZbU3IxFa8XpMa08jW5XfEMDAAAqjwUNAABgQQMAAFA284Z3w9WeEXr/rGVMhxtrbkZp9kXzNNYclSV/Y+Vm8tJo/U3KYtVmqOmRNP/Eyj0vq6bF4JlT3Lj5weeTjtnS4d/yAz3hmjHbX90W3D6laXLDXqsi6srkZezRk4Lb976ww38Qy+fYgVd3+59X2+hKvze1x1PMe7bRRNXIeWp38HNm4E+m+UmJub0i1ORmDHnlZrLUp1ExuRnFNzQAAKDyWNAAAAAWNAAAAGUb1dPp6xl0dDdu/5GiczOp2ZqykJupriw9rZpfOejGk0+e498Xa1924z6pT6MVSGYeMyt4zJd7XvTHnCD3+w9U43paWRnN0xx4U/i5b7zN5wlaOtvrPpbWrUmtSWNplc8xVfXcTOpru4jPNH3c1ONnqRlj5fasDN+YArI1MVmZVEXUm7l83Q25nyff0AAAgMpjQQMAAFjQAAAAlG3URz53lPvDiks3uvH46b52Qo/sYOVsUuvW6PwYE6ZNdePmjvA95rxyMyq1Dk2W2jPkY+JpHYuY7aff+L/rzlF51caI+Zmm/tybt/k8zaQL/6sbv/iNf3HjfqPfk2XrAV97ZuoRPk9j1aRpBJqVee65p/31/ItwbuaXt4WzBQPd4Z5HMdmaLDSrsfeFlwp9LK0Hk1ePpyKOmZfU/ms6X8dF5GlSrT7nprpzOvtacrluVi+nmLoy1hxre0yeRuvQxOAbGgAAUHksaAAAAAsaAACAstX0crrsptlufPcV4Xu6Wrdm1y5fA0MzN00R9WxS+0NpbiZL36WY3IyyjpNXnyZyM0OjGZeovjByD7uRe8eomFxCX6sfHzzcv53bx/l8w2BbeN9BiaKN6q/Gz11rzwxKTuiYia9zY00PWbkZywldPn/z5O5Nblx0nqas19JAr79aLW1tSXP0mFaexsqrDTYNuPHajUvdeO7sJcN2TRrhs9fK1vygJfz7xcrKxORaLFbeJUZMbkbzMVYmxurZFNO/SfENDQAAqDwWNAAAgAUNAABA2WoyNI/94JtuPPsMv/3kv77YjTVb07PX18PoaPO5Gc3ZqNReUc0Txtadk1dupuisjCrr3m1Z96qR3X/52Dlu/PiqH/r3iNSkmfjuM4P/Utl2/4NuPG3WsW7cL+/+aYf72jP6Lj1mtN8+0JMWtNG8i9aMseZYdN9pnb4e1dZ9z/rxS348qen43K//caP84046e17d+W/9zEVJxx97tM8UFl2TJiY3o2LmWBkdK+s20j5/rJ5N5y75bHD7fU3+NTB3s+9X2LnTZ2iyZF9UXrmZGDGZGCtPE4NvaAAAQOWxoAEAACxoAAAAylaTodGsjOW8r/p7vXdfEZ5jZWWisjUdrXXPwcrENFqNmUZDbuaPtPaDdW87VV79X5RV2+OUj5/vxuu/fmf4Xyqt/r3WMdv3axt8qc+Npzb52lEv7pJeTm/wtVgO9hyoe55WVsbKzaiYOUXT2jNFyJKJSc27WK+Z1OMgX1Y/pgVLLw3OeXlcOK+2+Uj/flz4tgv99qbw+3TmztG5nH9MVsaqPaNi+jdlwTc0AACg8ljQAAAAFjQAAABlG5Vl59o8Tf37xDHZmpfP9HUvZqx9OfcnPNJyM40mr3yJiunNpFkZq39K0c83S/0hzUbU6JP3lORm+mX7uBP+1I13vLjWjSeP9++1pl3Gv3ha/b95Bnr89pgaM5bUfZ977ungdu3fpHojzsHKzWj/JjVp/lluPCjXtlmueWrtGSvvojTvEjM/5jip55B6/rpd80Pav2kksHIz1hzt07Ts4ZvdWLMpmqGJofPzytNYdWticjOaxbH6OmntmdTMDd/QAACAymNBAwAAWNAAAACUzczQaF+nmPo0WXQc9KehuZktc48Kzo/J1jRyViavXEVVFJGbyUsRNWlKE5GnaZZb8IP+ln1tnsbQ0uHfp5p9Sc3EpGZurKyMiunllJqbKbo+TWpmJfV9ZB1fa9LouOZnLZkbq4ZN6vmfedqyEfsZqGL6D1o5Fc3BaD5mxabVbnzZrAXBfa38TUy2JjU3E5OP0TlZjq/78g0NAACoPBY0AACABQ0AAEDZmm979h/cHzQ3o1IzNDE1abRn01UnLQpOsXozWdmaFc+/J7i9KjVmGuFeciPnXYqQmqFJ/RkNZ1Zg/VfuCP9Fa7iH2p6f/ZsbTzrayNBM8ffXmzf7e/ADPf11z0ezNRYri6MG9/UmXQcrE5Pq7R/5WN05b/vsorpzsvRyUmOPnjjkzxMr7xJThyZLrZqY82/kDE2Wz0OtMaO/y66bfuGQj5lahyaLIvpAZakxY+VyyNAAAIBDCgsaAADAggYAAKBsmXo5JdeqkdyMxcrN6P/XX742POe++f5e9W0bvu/GYyrywxhp+ZVUa9Zd48Yx/ZtSFV2Tpug8zSlXXuDGNXkaoz7NuHf9mRtvuX+NG8+YJfVXnvf37PtnS55mfX/SuVm1Z2JyNsMpJjej17k94j2r2ZHUPI3Zwyvx9aZjPYeYTEyW3EzM+Vufe2Vla/LKzajBnqH3YCpClro1ysrZaCZGszIxc3S7VW/GytzwDQ0AAKg8FjQAAIAFDQAAQNlqMjQxOZjU3Mwrr/j7tROmTS30ycx/zN+rvkcyEJqNiFH5nj6HqCJyM4cqM09jmHT2PDd+9pXfunHrM3vdeOpmX6vm4Cmdbty8vjt4zLxyM81jfP+gmJo02oPp3T+/1Y0feOdC/3znnzXk65lFai2ZIli5lixZGev4WfIoqftmqRGVhZWbWfa7m5OOk1duJiYf85Wuj/o/7Bz6+eic6zf8vRtf998/5caX/zicd7GyNTE9nix8QwMAACqPBQ0AAGBBAwAAULaaDE1evZzO+6q/T3zLJXuCc/Te2PWbVhX6JFMzMamZmyyPheGRVw2b1FoyOseqC1J0vQ3Nf+jj/urGW8L/yvmVv6k+INs3H7vb/+H3PlvTJJGMw7YVWz9D8zRn/difv5UTWp+YlbGum2ofxnpRRdReismOpOZpGiEbNJx1vDQ309nX4sbat0gtfJvv37S5Kfwe0exLTcYlgj7uQemXNLOrfj8mqx5MTC8nzdBcN+cTwTlXSJ5GXbnp226sWR+9Vpq/0WyNHlOPwzc0AACg8ljQAAAAFjQAAABlS+7lZOVprPo0et9Ldbf6u/Pap0lZfZ2KliUHkyV/U3WNnB+y8gdjjHpFMX2dYnIwMff1hzNPo8d/62cucmPN02hNGqXz//kDC0v5Oeq5bZDxoParyiCvejNFv26LYGW88Ef3vvdbbrx5nM+OXLvpu37SZJ/xsmrAaDZFsy9dOqmr/vlY/YyGU0zORmnmxro+miU67IQpbrxlz67g/LfMe4+fz8sUAABUHQsaAADAggYAAKBsyRkaq1aN5bzPH+HGt1zyjBvr/93XPE3VjeQ6NDH5oUa7PnllnvLKHDRCnkZptsaqW3PSP17txj+d837/r6UMNWmsHI+lubU5uN3K1sRkZdrJkYx4X124wo21fsytD/vaaVbcxaoBY9WqielbpLkZK5+a2v9oOMVkbg4++Xxwu74bj5rlly6P3vY9/5nDSxYAAFQdCxoAAMCCBgAAoGw1GZrUnk0x+9ZmbsJ9Vaw8jVWfBo0pJh9TxZxNEf10YgxnnkbpY53y8fPd+N+/FO6X9PgHvhQ+0NktSY/bvO1g+C+MHMxbP7toyM+RfAzUuUs+68ZzN493Y83KxEjNr+h8zdbodqvezC7p2ZRKH0v7NzUCPR997hOmTK27L9/QAACAymNBAwAAWNAAAACUrZBeTtb8D752AVd8hLPyMVYfpUYwnLkZS1l5GvWmT/n3b9++/f69v/Le8A5Ph+tLnbz4nOD2/mMnJJ3PEU0tvKFQ1355v3zzE98Jzpn57+H+SkWIyc3odqvejGZorNxJzPZGprmZmEwt39AAAIDKY0EDAABY0AAAAJRtlGZfNO9ibVcxc5R1v1At+93NbnzVSYv4CY0QqbVnsuRs9LFijqNzGqFGTtF5mpi+VDrnbZ8Lv0/13HT+2KMnhg/a3ZTLa2Ak91MbCfZHvOb3z/Cvt+8uDOdmUmvMWKzfZTFZnCx9l6wcjJW5sfI0MccsWpZ+jtefcoUb8w0NAACoPBY0AACABQ0AAEDZzDo0qX2dYrI4TU3nJx3T6vEUY86cU914w4Zf85M+xGTpG5Ulf2PlaRqh35Mqq1ZNzLkV/RqoYr8w/NH+xNetZmXmvPEtbnzZrAVuPHNn/jVm8srNaJZFsy9WnyYr42IdJ1XRtWr0+DfO/du681P7OfINDQAAqDwWNAAAgAUNAABA2Ual1p5JpcfZ+Oirblz0vTq997ZctpOnGTlS682k0mM2Qr8nVXR+xRKT3SkrW2P97LIcB9ml1pVR75z8Rjde0vVR/xcSQalKbkbF5GCsfk/WecbkdYro/aT515jcTBZ8QwMAACqPBQ0AAGBBAwAAULbmq5e/qe6kmF5OMfPV3X/7anC73v+L6f2kc/b07nNj7e9guW79V934D394etgu+upzbqo7Z8G9l/LqLFFevaJGgrxq3pSV+8nr516EKr6WstSS+e5frag7X+vKWL8L8lJEn6bUmjHW78SYWjVWzyZrvvUcrQyQta/mZvT3bMzv5Sz4hgYAAFQeCxoAAMCCBgAAoGw1vZzsHkxhMVkZ6zjnfd7Y91Y/tO4RWgb29bjxst/dHJxz1UmLgttjci1F3Atcvsk/Ya2dE3M+McjiDE2WPkHkb4ZGszhl5Wka7fqXlenp/XmG63BEWiam5uP/4VXD9hytjIvKK5djZVn0d1yWHkypdWKy9ITSfVN7LBaNb2gAAEDlsaABAAAsaAAAAMpm1qFJ7fFkzUmtVRMz/8RbLwjOse53WlkcvUfY3OFrG+zevSs4v6trfCV+qJrFyQtZnHiNUMtkOLMgqf2brPmpcxD/2suUiYkQk5VZsWm1/yx9sbf0a2XVd8nrmDF5lJhaMlbtmZi+S1Z2J+b41vxPPr7MjYuuK5OKb2gAAEDlsaABAAAsaAAAAMo2yvqLmExMTB2aLKzjP7HwjuD285qOcOPUnM1gzwE31no2eu9T51iZm0bI2Whtmyzyqosz0vI3ml8pOk+TpV5O6jEtVq5FczAxORuds3bjUjeeO3tJ3eOMtGyN1S/psNWPBLc/+KHbh/xYm488kDTfysp0HULXP6ZPk7LqzWSpB2NJzc1YrNxMKno5AQAAsKABAAAsaAAAACokuZdTap4mtd9TlnOoOebhVi+q890opj6Nqpn/ani+5myU3nMtq/9FarYmrywO+Zv/XBE1Y7Ic08rfFJGtsWhuJsbeF3b4D7UxHYfMa+P+DNmXVDG5it2T2+rOabQaM1meb8wxU+vNxNS/0ePE1J7Jwjp+XrmZLPumZm74hgYAAFQeCxoAAMCCBgAAoGw1GRozj2JkXPKqTxMzP6+aN+d9/gg3vuWSnUM+Tsy9Up2TpVeI1rzJIrXHU14ZmizHyZK/SVVEXmc4a9IUfc6vHhGe377ltVwet1/qPxVxnKpka6zcjH6GWHmOvHoSWTQfE5OnGU5ZejPFZG6szIr1uyBL5ia1zo0lNXOTJd+ZJTejstSq4RsaAABQeSxoAAAACxoAAICymb2crHxMI/RySj0HKxt00TeOdeNbLnnGjTPVp0kUc+82Rsy9z7wyMcNpOM85Jq9TRM5GcypF1KRR+/ek5V20N1C7dcwZ4XozqdmaLBmXvPI3wym1xkyWjEgRrDyNla0puj5NltxMTD4mNe8Scz4xvzv0OFZ9GmX1h1It8l7TzEpeOZiy8A0NAACoPBY0AACABQ0AAEDZmq9e/qakHWJqz+SVcUnN6GQ5ju778E/PGvIFte6zNoKYvI5mcYYzv2L1wKriNVRn3/6h4Pa8cieNxnpeh9JzjHH6qXOH/JpRjZCVyUtq3ZosmZvUXGNZn9tZ8pcWq/ZMi5FRKzpDE1NXxnrc1H35hgYAAFQeCxoAAMCCBgAAoGz/bwBZm+vyCupEMwAAAABJRU5ErkJggg==
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BAQQMAUGiADM35+93wvXho/R25PhOwO86/H46PH+mWb9x4Y1L71uZ3VwPu/7y/V1PmckpZJ6ZW/xi9Z8ZlhAYAUNAAAChoAAAKNcrQbM7NLMty3lXHj2tvoce4y84qbWdV/XMvXrww0rOWm/nbfFxteuqU7OfylfSnMR/TfBmhAQAUNAAAChoAgEIVMzTn73QPDg675ZT3l+H6169fDf5lylmNs4XeErk5AHmaJVzfsAdMipOTp6vsTcrnhuvU+tx6z/Lm52We98b4z/XR0XGV7ZT0p5GhmRcjNACAggYAQEEDAFCoMEPT//645J1l+LvxrMZY/VGWlC9Z0rt/trnWubmZtO2vZn1OUu7/2PNe8rtp562kv1feNQrzK6enJ4t/QsKsp9zMfBmhAQAUNAAAChoAgEKry5dy/7/+/f1mWljvSdNv2B42m489vs+rKp/bYpsluRk9aWpcx73B7tuPfvrx3jV+/fKrW299vTfMauM+hNmdGzfeKLjfSs7b+PPNDZmhSckjpmxzyDxNrT40+ddl+Zmh1sL5sNb/PrbNJxmhAQBmT0EDAChoAADGltiHpn5uJqVXTW4/m5TMTb68d8zxPjp1Pnd9mynZGv1mxtV/He++8p5u+ftfeTJyvepkpGK5mdAt77qzW87N08TnWtq8/xcvXti4TpiziT8L9Z/l1tJ60kxtn5ffnyYluyNn81ax3MyQjNAAALOnoAEAFDQAAGO7KUPTn7do0W8mnDujlmF70mxW8r4/9r489vOUbI3czFD6e66EOZVQmHFZz9OMI7afSU42f5/kSsnZLPX+mcJ3UXyb9fM0Y/Weyf9bc2/wt2b8uZ/Gyjbl5mZanzcjNADA7CloAAAFDQDA2PZb9DlIycfk9pjJldYPZvO8M7XOSco77JLPGisfk9ZLYxf05x5y8yjxPM1q631oIdarJt6Thm2eoxbPtSxdXVPovxL+zW2RU5nCMaYwQgMAzJ6CBgBQ0AAAjG310INP7NQBp+VppjV/yvzP8xzzNNvnUVLmTsqVlqc5a7oPKXLngSqRNm9Uf0+gcH4oaj/72/dBqZXVaJ3RTDnGKeROSjI0Q+5/rayPERoAYPYUNACAggYAYGz7u3bAaXMhMV+x7Mv2fVxS5loaNrNylnlcw0npu9M+Z9OfmwmF80PJ09T+jt1+XqEw+1Iy31+LuQJzzbEHzFi5n1qfa4QGAJg9BQ0AoKABABjbvlPwJv1m2p3P9j1pzjLX6e85FMtbhJmPsfq7pOR45iJ3fqvYtci/B5iT3F4yQ+Zm5jK3UYt5nabMCA0AoKABAFDQAAAUkqGhibDPRz2bcxKxHMz6vD9LyluMP39TijD7kpuhieVmwmsdXt/YPdD6XtXP5q1KetLETKHHzBzF8jRzyQOlMEIDAChoAAAUNAAAhWRomKD+jEtuNiJFbJslvVJam2NPmvB8tp/LaRxtcmP95pjXqZWnye1PM5ZaWZ+U4839rCXlZkJGaAAABQ0AgIIGAKDQ6qEHn3AWFmDI9/cx4Xv9cH/We8DE5nIaLjdT0gdlytmaKVhSPmYKOZXwOdLnZjfpu5POCA0AoKABAFDQAAAU0odmIWL5lSGlfe728zHFtM61yM1sd66W2m9mrOd6qVIyInPpPdNC7rHvcubGCA0AoKABAFDQAAAU0odmh0yhV816T5pzLfrN5IrlP2Ro3moX8jH6vrSjtwotGKEBABQ0AAAKGgCAQvrQ7JAhMwFhXufq1Z92ywcHh9U/q1bGJZYLWWqexrxLjCXWW0W2hhJGaAAABQ0AgIIGAKCQPjRExfrWhHmFu6+8Z/T9bJEF0XtmGdexFhmd3SHHM19GaAAABQ0AgIIGAKCQPjRExXIDYbamJPcQ9qc5PLzHCR/YrT95rOn2X7/vS1nrx+bSSrknoZZYj5xcsjjDM0IDAChoAAAUNAAAhWRoSBLrSVNCbmZ4sdzMA/e/s8r2n/vxr3o/qyRPs6YgsyV/k+709Pngv1bd0tHRsZPDZBmhAQAUNAAAChoAgEIyNCQJ8wct8jStmZvprWrlZt5xx/3d8ieD5W8+9XS3/MvvfKpbvuNjX+/dTuu5nGrdt7ucxTk9PemW5WmYGiM0AICCBgBAQQMAUEiGprI55kt2QZjP2LU8Ta05m5789svd8uN/965u+TP//o2Nv/tv//kv58t/9anza3H0r5M6V7uWj1nvNxNaJfyuPA3TYoQGAFDQAAAoaAAACsnQVDbkO/ix8jpz7EmjD82bcnvPhLmZ9RzM53rXD7M1YX+azwTrj9WHptYztdyczcoDMkHXr7+y9e8eHNy7U+fKCA0AoKABAFDQAAAUkqGZsbHyOuHyyckzoxz78fHDWeun5DPkbH6/MDcTZmV++ONf9S7vBcvvvuuWbvmNmZ//G8//t5vhJnrSvOm1165Nan9K8jehuWRxjNAAALOnoAEAFDQAAGPbn9o7v9Btt93uCk1cLMvSOlsT235utiYUy9nsWrYm7D0TiuVmbn3lz7O2/8Z94xzXFPrcTMH6/E2rBtuXp6kpll+J5WNy118SIzQAgIIGAEBBAwBQaF9OZV5K5k4q6VszVr+Z0Ec//Y9ugL29ve9/5cmEc/V478+fC/vEJEjJzbz/Tz6wcTvfeuCwWw6zLI9e+03vOjFD5mCuXv1pt3x4eM+s75nWuZld1iKHWpJ3aZGVyc3rjMUIDQAwewoaAEBBAwAwtmgfGtma6SjJzZRsp1ZuJuxFEduHMK8Qys0uxPIlsUxJKKUPzQvf/a9u+QN/+5cbf15LPDcT5iHOetd4/b4v9f781p88tuE3b5qbKcHf/Pafu+Wn3vaFbvnjz13d+vzP/XmMZdfWcy3h83Klyn5OITejJ82b5t4DxlxOAAAKGgAABQ0AsCNWDz34RO8/THmOpxi5n9+vVhYnZrxeNWECZLXx57H5nqY2Z9N6bmaVeR7OpeSHwjzNSz//de86777rlvP1M/vQpPjq7X80i+copZ9T+KydnDwd+/rtvXbHx49Ueh6fzrx/2kqZZ62kV9aQcv8+7nKGJuXYa2V0jNAAALOnoAEAFDQAAGPbj/2DPMry1Ho/HfaWGE8sN7O93D4oU8vcxDIZP/veP2T+z5w/7v3xh+5/Z7f8w73/6ZZ/FLwif/UTf5/1UWF/mtj5nFp/mpQsWlpuJu85bZ2Bm8v3z1hKcqVhRmQKeZrWfWVyjzFcv2TfjNAAALOnoAEAFDQAAGNbve+9j05qh2R3hrfeM+OZmex1boamfp+PUK08TX7vmc3He3T7/2b95nvvfHu3fCHoN/PsH77YLX/2Y3/aLb/jjvu75R988Rfdctif5lsPHI5ylwyZvynr+1Ln/pxa75mYuczrNGQ/tqn1qmnde6bFPhihAQBmT0EDAChoAADGtt9io1POwZyePt/786OjK+6GvbR32+P1oanfe6aWMKuRm6epl5vZ693O6bU/O7++kTxNLDcT5mCeff3FjZ/61/90uVv+wRdf6JY//tz5OnOZsylFvczKqnebLfJe0/gePsn6zhlSSW5m7nM2zf1YjNAAALOnoAEAFDQAAGNbPfTgE73/kPIecS49Y2K5mZhdy9NMY26mmFq5mc3bOT5+uPrex/I0bXIzm489lqH5yP+/r1sOczOhz7/+5W457EMTCnvShGL9aeaSpymZm6noeiV8F61/v6325mysPE2tfjNLytBMWaw/jREaAGD2FDQAgIIGAGBs0QxNiiHnuSjJ66S9Y857b71U08vTtOg9M06eJjTenDvnx/7YhQvdciw389sP/8fWn1QrTxPLr7To0TJsVibveoXfS/Fc4LwzNKEWeZoh/2aFZGuGYYQGAFDQAAAoaAAACq0uX/pg9x+52ZEh50Uqm1/janjIkbXOBjuWJWmTuWk9Z1Pu9s82rpGS5xgvN7P5uGL7/+i133TLsYxLyjop0vIrZ1uf//lcl7x7b0m5mZhY35EhleRgwv2Xp2nHCA0AoKABAFDQAAAU2s/9hdx5kWrJ7UOTP7/JauN2Dg4OR79gsfOQcl1iOYOTk2cmcCu2zs3ErvVZwX1ytvgviKf+4v/O/+Pnd269Tkx+35f+8x9uJ7zP49vfG/B+a3Gv7pYwdxLmUcLvw7F6zOTuP+0YoQEAFDQAAAoaAIBCq8uXwvkyzt/RxvIiuT1dhsydpO1brv5jKZlbqkT4njj3WqT01FnvKxN7Z1/n3IbzJU1hbqN49iKvd1H+dqag/zxcvOvVbvm7X3tp4zqhG0Gepv0cSWeNt89UtO5JE8u7xD5XPmY6jNAAAAoaAAAFDQBAoZv60Jy/b17PZ2wv3E6LeZHa98Wpf05yhXmdcDl3f8JzFb8WKVmEOj1jptH/ps69saQeIWt5l5PN6xzvPbJ5O9Hz1uJasGSxnjQl22mxPsMzQgMAKGgAABQ0AACFbupDE1Nrnp3NOYNYtiOelRmnZ0mLPFBMfu+ZzfufNt/NqvG9cTbSdcy9P1eNf3dqcnNUews6duYqJU9TkoPRh2b6jNAAAAoaAAAFDQBAocQMzZDm8m5+uDzNen5oNeFzm5uJWVKGZsrHNdZ5ABiOERoAQEEDAKCgAQAotD+9XZrfe/pYj5whe9Xkn9uzwbYfnod6eaAp33tzz5rIygDzY4QGAFDQAAAoaAAACk2wD81c5GVQcvM0086a1Do/shoA1GGEBgBQ0AAAKGgAAArtOwU1xLIgZ87Jzp8HAIZghAYAUNAAAChoAAAK6UMzmP65jULz7z0DAOMwQgMAKGgAABQ0AACFZGgGY24jAGjFCA0AoKABAFDQAAAUMpfTYORjAKAVIzQAgIIGAEBBAwCgoAEAFDQAAAoaAAAFDQCAggYAUNAAAChoAAAUNAAAChoAQEEDAKCgAQBQ0AAAKGgAAAUNAICCBgBAQQMAsKXfDQAUcf28YUKyLwAAAABJRU5ErkJggg==
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kJTSG/MuVri11nyrWl7N86NxM7V1rG5azKeeN/T8fJ1pihAQBmT0EDAChoAADGtrh86XiHbmf1vV0sbxFfn2jR9Ly1hHmR9axG//eXRRmawJOPPZo5VsONSYtxy+89c67p8VvnP6awltMcjZXLmVpmKJaViZlyvmd9DJ8OxvydW99Lbp4mFNs/fpxFsM/5KueK/608S3i8vtgaVWZoAIDZU9AAAAoaAICx7UAfmrysRnx9n3l4851v7bbXsxpnk73mV976hirH+cPPfrn1c2+88VUb3z+x/XP73OT3DUo5Zv3+NHIz85L7ek25p9GQ6z3l5ntq3cv6eVePl2VZFgnHOUvYZ5G5/+bfmVNghgYAmD0FDQCgoAEAGNtMMzR1vsOL52kWTa+hVqYk7DGz3idmHkoyMS1e91gGq1aeht3TIqcSy3ycnj6/8blTWyNpl8TzMf2vXbh/2dpM9f/2tc7BhD17wl4+JWK9Z0JmaACA2VPQAAAKGgCAsU1kLaftv8+7cOFKt33lys1VriYtT1N/vaSxPPP173Tbd9x3V+8+aWs51RmTsbI1uXLzNC2U5DZ2tQ9NStYkxeHhxcFei9a9UubS66XWdZZcT5j5SMltpL0nT3foE5ayZlP/PrnrWK1/HmVoAIA9oKABABQ0AABjK+xDk/L9Wd5zU9bBSVmzqZ6zzPuan1huJnd8amWJUvr0TCFnU9KfppYpr9czljD7UpKnqZXFiWmdm0k51y71rWkxni3GLTeXc3p6PeFv7rQcHf1T8Hvp6eBe2maJzNAAALOnoAEAFDQAAGPbIkNzlrlP//+PnrLGTbhPmFdoLb7GU7/cPEettZzGM/73uCVjOJc+N5TL7SVTkpuJreMzZUPmeFqM4RSuvyRnE8uUhDmbw8Pzwf7TytPE8kDL5Q9GuR4zNADA7CloAAAFDQDA2F4iQ7P5+7lYDma9f8z23/MNmZtJs7qXYXvhjC/sMROu6zTkOlZh9iU3Q9M6N1PrvVrSz0ZPmnRD9pgJsxRTy6xQrlZeKqU/zXqeJqWnS8q6S7nXeb7KdZas6xRjhgYAmD0FDQCgoAEAGNtByppKtbQ4Zmu5PWlC8+83My3heO5qL5laWZzj4w8E79tvePO8SG5/mrHOVSvrk3INrXNFuYbMIcVyMC3yMa3XMyrLzfQ/N3f9qdi9r7/fTrd+bowZGgBg9hQ0AICCBgBgbIvLl97V/TCF3iphH47p9aFZKemDIluTPlZzV9JXppbwczSF62F4U8vH1NJizaww21GSHRn29Q3zKHUyNCn9Zupdcz8ZGgBg7yhoAAAFDQDA2Bb33P1Q7z9MOb/SglzLNM09TyOzMoyUjMiQvWf2YTxraZGDKbv3+WVoYte/RUkQ3Pv50a9ZhgYA2DsKGgBAQQMAMLaD2D/Evvvf1WxNraxGbL0hGZ12Y85+ys157GovliG1yLvE1myamtgaUlO75pJ1o4bMzbRghgYAmD0FDQCgoAEAGNtB7hOG7KsR5nWuXr22cf8rV27e+ly1Mi6xXMiu5mmsu8RYYn1lZGXKDZkLKTlXLNfS4l6mnO/h78zQAAAKGgAABQ0AQKHoWk61xPrWhHmFN9/51tEHokUWRO+Z3Xgda5HR2R/7kOOZS6YkJWcTWi6f7raPjt65M+Nweno9+Oms25raelUla2mZoQEAZk9BAwAoaAAAxnbQ+gQpa0KV5B7C/jQlfWjYDbG1tFLek/vmba/4j6bH//EfP763YxvrkZNrylmc3GzKrprLWlTzWadpsfUzzdAAALOnoAEAFDQAAGM7GPJksZ40JeRmiIn2ASrIbLXI3yyXTwU/rb4/Pjo6rn6uWG7mn29/XZXjf//Z53rPtc95GubL+k3zYoYGAFDQAAAoaAAACg2aoQnzBy3yNK1Zm6mu3P5DYc+hO+67q8oxc9V636ZkcZbLk267RZ6mVm7mptff3m1/NNj+z8ef6LZf9sJXuu3/u/GT3vxAdWZoAAAFDQCAggYAoNDiXz72ZaOwBXmadlrnYFqL5WPW+82sfQyzjp+bp6nVe+bR//5Zt/3AR27tfTzm89/+19X2+77QbcvTvLQpr+W0q/SeGfs9f73bzl1/ygwNADB7ChoAQEEDADC2g7FOPMeeNHIz0x/nKeRv0t7Pi1GurSQ3E8vBhMJsTdif5tNyM4xEJmZecnMzITM0AMDsKWgAAAUNAMDYFvfc/dBgJ5vj+k259i1n8+Rj/zbKee+9/1MzHKtHw49elWOm9KQJ+9CUZGhCYVbme88+l3XMZ//4cb95X4LeM8OTs9kNZmgAAAUNAICCBgCg0IEhqCvWB2VXszWxLEvrbE3s+K2zNbl9bk5Ongh+qt97Zrk86bZz13iKyc3NvPrnb8k7wWv9ngDqM0MDAChoAAAUNAAAhQ5ye8OEazDlKnluKLzmq1evddt33HdX9QFa7x3S7977H9j5N8pY/WZCx8cf6H08N5/Uer2n1rmZEt/P7BmTkpt5+2vu2Hich2/4U+/jD/715Rv32Qdz6T2jXwtTZoYGAFDQAAAoaAAACmX3oQnzK+tZgZXj4w9227VyMzFXrtzcbT/z9e9s3CclbxHPzYR5iLPePVL60ITXGeZ+Yo+PpVZuJrc3TMo4hOOckolJea+WmEJuJtaT5seRtZPCNZ7OIsfMXafpQ3/5XLf9+D98sdsOszJMn6wMc2SGBgBQ0AAAKGgAAAot7rn7oawnLJdPhU8PtlffwtfKJQwpPwPRnzrYh540MVPoVRNPg7R9r06t90ysZ0/M5T+vXruf/uIPvfvc9qZXdtu5fWhSfO1inZxN69xeLS16z6RkXy5cuGUnf//I/WCGBgBQ0AAAKGgAAAol9aGJ52b6Dfkddu5aVPX0ZzJy1wnKXYdoCqaRlTnXO/7x12i/rH0Gr//75v3X/jPnH3v3efftr+u2v3fuJ932D4Powndf+5as6wz708wl+1JirNxMbP9dytOk3IuczW4zQwMAKGgAABQ0AACFDuodapVXCDM3U+hJc/XqtW47XNdpCr1DwszNFPI008vHxJxVee1SxjyWi5pa75nQ2rpOF/Oe+7Y3vKzbflXQb+ZL//OjbvszH35jt33Thy6vnvzIT7rNsD/Nwzf8qfdcscd3SYvcTC2t8zRT6IsjN7M/zNAAAAoaAAAFDQBAoehaTrm9Z9at8g1HR3f27lHSPyalX0Xs+O1zD3XWCZpyf5rxcjZnDV677V+vKWdoYo4uXut9PJabWcvB/O6r3fZahub1t/ce85uP/Kr/OHIzyYbMf4yVoZnaNTBfZmgAAAUNAICCBgCg0FofmrLcTJ6SdVty8zdzzDoM2Z/G2ky7/V5a+4w/v+rDFOZpYrmZFL/59bPddpinef9nL3fb33zkmW77weD4X7v48uq/H6L3HvTmiTk6Ot76+FPuN5MiljXJzbWUZFZqXQP7yQwNAKCgAQBQ0AAAFFrrQ9MmQ7O5J01rQ2aDYvfeek2rWjmbJx97NPZWaTo+7c+1/eu1npuZwnXW91+3vLf38b+851tbH3MK/WlScjMxsTxN66zMXPqmxHItY11/eD16z+wnMzQAgIIGAEBBAwBQaHH50rvCHxucIm9dp3heYSUljzK9fiHD5WlSpOVCzjaO/8nJN7Yeh+llUM5SPjI7/0shzI48+NdVn5hYxiVln1py8yu1shRD9kGR/4DtmKEBABQ0AAAKGgCAQgftMwGr44f9YNJyJJvzHKTL76fSP/7xfNLcMyjeb3//nK56tzz+idtW//DMq3v3f/wd/7txnxS1+ru0yKCEx2yRp5GbgXJmaAAABQ0AgIIGAKDQ4vKl4wFPl7JWzmLjc0P5x5mCzT1pwnvJ7VvTfu2hqa3BRCv3hRmawAu/WK0dduObftm7zzLI0+TmYw4PL27cJzzmlDMoKZkbGRooZ4YGAFDQAAAoaAAACo2WoQnXdQr706TlMGodZyzb9zhJydy86CX2LqeKcI2nULgW29Wr13r3ScmI5PZ3kTsBQmZoAAAFDQCAggYAoNDAGZpQSS+TXeqDknIvc18jiV0Ty9OEwjWhcsXyNHIzQIwZGgBAQQMAoKABACg00wxN7Di7mqEBAF6KGRoAQEEDAKCgAQAodDDeqRcTO87cxwEA9pcZGgBAQQMAoKABAFDQAAAKGgAABQ0AgIIGAEBBAwAoaAAAFDQAAAoaAAAFDQCgoAEAUNAAAChoAAAUNACAggYAQEEDAKCgAQBQ0AAAChoAAAUNAICCBgBAQQMAKGgAABQ0AAAKGgAABQ0AoKABAFDQAAAoaAAAFDQAgIIGAEBBAwCgoAEAUNAAAAoaAAAFDQCAggYAIMvfBgDqCXw9vFihaQAAAABJRU5ErkJggg==
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Ac1ae5qi9Ss077+cVHzg85nlseutKnqe3Z1MpkaF68/d7DciZPs4XsyyjVc6lmbqI5/kxeJMqazMhjZX5fmXUyuYdMBqh6rWaoZvW2Vnumut/oOm+hF9KSWZmtGVWfZu+8oQEADGgAAAxoAAA6nbnpxnsO/xFlYj796d8/LL/77k+PXSfK2WT6trR6MjGjenxkMhOPfeuWYz+PcjNVj73/qyHbaevQtHmaViZD027njpeeOfb7bb+vc49+avjN+rkLV/JYP3rr/WM/r2q3M8MPv/HWdd+Ho2RyJz3rVH+/mRyGXmDblKlj1JNnmlHrqGf7mf1m6t/MqMfWOm1ZmYg3NACAAQ0AgAENAECno0wtmUibrbm69kwtN9OaPRc4oz7KqNxM64WzNx+W2/o0UT+mjI9eu3zs51G/p/bzVpSbaV2+9LPD8lf+8Y+HX58oN1PNxGw5fzNKJtNQrVWTycFUsxRyMyfjXtpa3ZdqxqUq2s4W8jGnrT6NNzQAgAENAIABDQBApzN/9NnHDv+RqTfTrtPOz2XmI0fVlYnc/bULh+W2/kf7eY9q7Zl2vjmTO8mIaj+0OZsebY2Zqihv0VOT5idv/cdh+Q8u/GHpb09SPqbaH4rlza6js1adnmqNmZ6aNLPzN7P7Pa1VY0Yvp//jDQ0AYEADAGBAAwDQ6cyfPfoP11wpk2XpycdEf1vN0ESqGZo2e3HXE/997DqZ2jPVPjhbk6lNUp27zeRp2txMK8rQZLIybSYm2v5f/sWflLYz6vh7yNacbJkaKrNlMjGZ3nyZ4x/VyymznZ68S6ZPU895Rc9SWZnfzhsaAMCABgDAgAYAoNOZBx/4+uE/orm6Ub0kor5Oo7IyrUxuJtMPKMooZOrKVGs2RHqyODOyStV54tl5mlEZmkzGpVrb5p/++d9K+4qOrXqcEZmbZbQ943qu+YzaM6O2WX12ZZ4VVZln0YzaMLPr2URmZFVPEm9oAAADGgAAAxoAgE7lOjSZebjZ86YZ1QxNVF+k7QnVnnsmH1PNlMzILfX0AcmoXpNqv6cl8y5LirI1M5zm+jdtlmULMpm8JWvMZH6nUU+6SM/xz6hDk6kZ01O3JnO+1fMa1fdQLycAAAMaAAADGgCAkqNMjZNqTqI1IzeTyce02YtMj55IT24mM7faXvNR853VejPV9atz5O01ifI9ly/97LDc5mlG5T8yPZhmiHI8mXtyVM4mU9smEl3/rWVTonNsP8/cS6PqALXZu1HPih7VjEj0rIueh+32Z5/XFjJGPXmaUXqyklvI1szI/XhDAwDsngENAGBAAwCwtqt6Oc3oFZKRycREMnPebV4hk6V47Fu3XHOdO1565tjPq72WZrh4dL60/pMfvzNkv9Ec7Yz6NHu0ZF2c2XVuerJNPZmeUXpydZn+XG2GZgt5i8yzesbxRP8WRH39oudJ9LfV8+rJdGa2M6omTdRXMVonc93Wys0seTze0AAAu2dAAwAY0AAArO3MTTfeM2RD0bxgTz6m1VMfIurZlMnKRNoMTTRf284NZ/oljZpTbDM0tzx07th1Pnrt8mG5zdBk5jvbdWbnAN6478HS+uc++dnr3tePn/udxX547X3Y3p9RPqMn85GxZG+prRmVp4meP1GeZoZRvZZ6MiLV48w8M9fKd0bnXs3o9OR4ZtcVm5FlWavmjTc0AMDuGdAAAAY0AABrm5KhqfZa6tHOW2fqfEQZmkzWpPXVX/ygdJxRBmXG/GKUoYnOJapDU83TVK9DtK+nfn3z8GvSk6154SsfDTmGJevQ7NFecjyZulYzcjOjci0zaqhUj6HNykT9BDMZmp46OtUsy+ysTPU5Oap/U0+2Zms1b7yhAQB2z4AGADCgAQBYWzlD89TrT5TWH5WVydSKyPRpakUZmreff+WwfOfjDx+W2wxK1Mup2qejKppvbs3o5ZSZK830bKp675GnD8ttbqmas2m/x1aUK2q19Wmq91hGVCcpyty0WZPZ9WkyttA3KnrOLNlz6n/+/TeH5b3Um4m2OSOPknnuVZ8ha2VoqsfQk6epXsNRucaefwvW4g0NALB7BjQAgAENAMDawgxNNSvT6snNRJmAKDcQZRraY4jm0TMZmlZby6TNnVQzK5FMliWSydbsUTSn3s5Jv3j7vYflyz9/89j1owxNK8rTVHs8ZXI2W65Jk8nErNVbqv0tV58z7d8++8BzQ551o+rN9GRBMttszc73RKLnUrVn04zzqtaVqeZpZvdvqhpVY2atnk0Rb2gAgN0zoAEADGgAANZ25u++953r/uPZWZnMfHmUj8lkaC5f+tmxn7eZmCiT0WqzNVFPqFam9klPnmaGUXO3S87ftzVsqr26WlGGJlMzZlTdmnb7Ub5kyZo0mWOo1qfpqRlTVc3QtFmZzP08oz7K7GzNjH1lejbNrj3Tk2vZQu2ZUXp68GW2uQXe0AAAu2dAAwAY0AAArO2o+geZ3EzPXH6Um+np5xKJ5m5fvuHK520Oo83TtLkZ8pacV257P9327SuZpG9+6Qul7WRyMDN6PLX380/euvb6S/Z4ymTgot91jzb70t5Ld3/twmE5k3eJ7sNqVia6t6v1SzL7GpWt6an10rPfUc+NGbmZnpoxM2oIVY2qKxOtv7WsTMQbGgBg9wxoAAADGgCAtYUZmmoeZdScfTU3E6nWnolEdWjC+jTPv1na/l6yOEvOoVbrUkTa/NMdLz1zWK5maLYmU5+pWgNmtraOTjVvFOVmWj09lUb1Y4r+tifD0X4+O1tT/dtM1mRU7ZmMUVmlnvzTjOdtJstSrSuTqUmzl9xMyxsaAGD3DGgAAAMaAIC1XdXLKZqPn1HTop1Hb/eb2Vf0t60oQ9POx7ei+eCnfn3zYfnOxx8+dp23n3/lmsfc/u1eejmN6vdRNWOu+sNXL13z+4ryTJnv4tyjn1rs+mRyZtXfRWZfGT25t+pvM3PPbK2eSmRGDmZ2T6hIm5VpnyE9Pa1GXYeefExPT6ge1dzMqPX3yBsaAMCABgDAgAYAoNNVGZpWWzeiKlMDY1QvmEyeoK09U61/8MZ9Dx6WowxNq81nZNaP8jRbyNCMMiOLk5nzbr+7jGc/8avD8ou333tYbntCtTJzzz3ZmmpWZlS/pCVlasz05BW2kI/psYU+QRlRjZnZtWd6rtvWMjQ9NWZOal2ZKm9oAAADGgAAAxoAgE5hhiaqDdOTj2lF24n+ttr/JerZ1M7jZuY+2yxF2L8podqzKZOhieaq964n51T9LjLXuadPSngMiWzNqFoyba+ik2RGbZJRlqwrM2r7PbaQoen5TquZm8z1n12fZtSz6CTxhgYAMKABADCgAQDolMrQRKq1ZHr+NpMbiOrN9MxnR3/bZmvC4wkyN5meQdF8cyYrk5mrrmZuom1Wc0hbE9WYifTMkc+oW7OXfExPLqH6m81sf8msyZLZlyXr1qyVmxnVm6nnPhz1TOh5bmTqzbTrnIYeT97QAAC7Z0ADABjQAACsLczQtKK+TmtlZVptL5jWqL4bPXOxUXbkjpeeOSzvsX7MxaPzmz22aiZmhur9lpmrntEPa2v23nepagv5nkg1q9eeS3s/j8rQzM4h9fy7sFYvp2rGJZOn6XnmbCFz4w0NALB7BjQAgAENAMDaUhmaVtTjKdJmZdp8TJTLyfRsquZmqjJz29X572hOujrHPDtz05OPaevoRNvJ9E7KOA2Zkq1Zq5YMy1uyB1PmOZy590atU72HezI0mdzMjGzKqOfn1mrVeEMDAOyeAQ0AYEADALC2VIamzc1EdWKq2ZpWJjfT9mlqtXOBe6nfsDWZ3Myo7Mtp09MDqxX1Z9my05CVWbJ30pLPq6g3U+beXuv6V+/DLeRmZtSYmW3LPZ68oQEAds+ABgAwoAEAWFu5Dk2kzdC0qr2ZfviNtw7L1d4Wkerc9h5zMBmjsjKZ+fUlZebyZ/dbma1njnzJXmZsX/U3u4WsTPV33ZObmdGnqfo82UJObstZmYg3NADA7hnQAAAGNAAAaxuWoalqszKR6P+vv4W5vZ6eR3e89Mxh+aTmdU6qvfeQkok52XqeJ1vOymT01KSpbifzb9Zenid7zMpEvKEBAAxoAAAMaAAAOp158IGvr7LjzFzmqB4i0Xa++aUvHPv5R69dHnKOo/ofRee7Vv5m73PtcJJkngN+s//fjBozW6grc5IyMVXe0AAABjQAAAY0AACdFs3QLFkD48NXL5XWz+Rm2voxGXupMZOZX1cvp/8awgztb3Ot+7DNo2yt1tHsfkxLOs35mAxvaAAAAxoAAAMaAIBOZ2668Z4TczJRbiaTjxlVM2a2do5crmXd61814/uS3eE02EIOZgt9mjJ1btShAQAwoAEAMKABALhuq2VoojzBxaPzh+VMrqVdP5KpH3OS8ig9OZst16TZQl5kyXOXj2HL9/le7s/Zv9nZfZrUnsnzhgYAMKABADCgAQDotLk6NJn5zmrOZrbZc8nRNZmx3y1nRE5SbyzI1FbZWl+kJX+Pa9Xcin6/M2rhyMeM5Q0NAGBAAwBgQAMA0Gl6hmZGHZTZx1A9zrXmd/VyWv6aA8s8Y/f4TIhyNlvLypzUf0e8oQEADGgAAAxoAAA6/e8AbdomPUwT+qQAAAAASUVORK5CYII=
.passage .header {\n background-image: [img[cavedark1]];\n}\n
.passage .header {\n background-image: [img[room6]];\n}\n
.passage .header {\n background-image: [img[preorder]];\n}
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
.passage .header {\n background-image: [img[room6]];\n}\n
.passage .header {\n background-image: [img[room5]];\n}\n
.passage .header {\n background-image: [img[room4]];\n}\n
.passage .header {\n background-image: [img[room3]];\n}\n
.passage .header {\n background-image: [img[room2]];\n}\n
.passage .header {\n background-image: [img[wood]];\n}\n
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7pP7+0b5+7H71n1X7k1AOrdsyyPHjm9OLH9Ynb7yvq3zpDE9XkaTyhAQCmZ0ADABjQAAD0NlyGJmXk3ExKrzzNyPmSmgzNLLmZKFWfJorZmpo8TSor8+s3/fnafYjbj+s31UitDxXF2jOpc1IqHkuL7S91P462jk/pvVa6/7Mfe8zKRKV5mpiJiXmUlFQ9mJo8TU1uJpKhAQBoyIAGADCgAQDo7fDIOzdjbiba5FpRs+RLZpxTr3HknfvH1GJuJuZpbv7Ie1ftmAuJ4vpHj397fc7mjg88u2p/7xsX2++49uDH9b4Pf3zVfuzxc2E/939v69xMqo+aNPW/GzW/M63v/dbfdSof80ho59SeSeVjRtY6N7MUT2gAgOkZ0AAABjQAAL1dkqGJNWbi/wXfZO2ZkXMzqdoDOTaZp6Gds1997sDvPfFQWW4gZk1iTiWK2ZFU/ZX43tL8Sul7S7efk3soXSsq5oqiTea3UlmTnAxKr33bJqV5mtQ5ib/5USork8rNzCKnRs7IPKEBAKZnQAMAGNAAAPTWrQ7N7DVmRrALc+GpY6zJshz/1HWLbzNHzrx+qiZNap2mlFhv5g2X/EtZxqVFbiaK56E0KxMzQ6ncTOr7Lc0zlUpdS6lrb5d/u3rVo6r5/YxZmZHrysT1m3LyMbPUm0nxhAYAmJ4BDQBgQAMA0NslGZpYe6bU95+8OFd3802nV+3ZszI1tWeoF7MIMX9Qk0VonZVZSszTfO8b/7hqP/7tX+zbf2SpNZhS6zGl5ORmUtdJrzWecq691vmebZKTg4nfdc3vxt2P3rP2b0FN7ZnW+ZtUbmb2rEyKJzQAgAENAIABDQBApcXq0Myem0mt2TFabqZX7Zmcuf8WNTaW2uYsuZmU933446F98fWYrYntnO1sUlwTKpWVycnEbNP3vsmaNCPXrGpdk6b1eY7rOuX8fXnk1AOrdsy45ORpYl2ZB8+cXtvnthvuWrVrsjIt/o7ff+dTRf1T60umeEIDAEzPgAYAMKABAOjtUE6nOI+VIjdzsM8tnTNuMRfeKx+TOvbSY5w9H5NTByXmY1I5mFSGJlW3Jmpdw6Z0nabRzv9S92bOtdqiLs4s677l/B6mjuWJe9fnM3LWMOq1HlNphqb1dnJ88elTi28zZmtq6uF5QgMATM+ABgAwoAEA6C2rDk2c0zp61Y2r9jatB1GTm8nJ4qT65Fhq/rtXVqb1Ps/i+edfWPv6rcc/uWp/9+zXVu2c3EwU+1x/9ZWr9pdCmYzzL73S9BhHzsqMcK2Odn+NJqcmTSorE6VyM72yMjn7VrOdTR7X5048euD35uRvSmvPRJ7QAADTM6ABAAxoAAB6q1rL6ac//dGq/aG3X2znrG3RS8yylOZmanIwm9RrLj9+bs72tzVvkcrKlKpZdylmZWKeplRcg+nOO46t7RMzQCnXXvvWnfphTV3/qXtz17I1OTmYE2fKanT1ypSU7ls02n6W7n+OeIyp/E3M1sSaNNZyAgB2jgENAGBAAwDQ26HSN8Q6NKVaZGtyMjE1azbl5GZKt5Pqf/lrV6/aS61nVDM3X5qJydmfbRVzMzEvUpqniXVolpKToSmtT5OTm0kpPT+t8zdLrZ2UkwmL91HOPVu61ltKr7WccrIypWbJo7TYz17HvlTtnJSc/T//7MP79vGEBgCYngENAGBAAwDQ20YzNNFSeZpUNqV1bia1zdLMTewf58tz5rw3mZvJydPIzfz+PqVSeZrSNZ6iVJ4mlaGpycqUysnWjJynKa2rlJOnWWp/WtS5aZGPSZGbGf/Ya44lx4WXn9m3jyc0AMD0DGgAAAMaAIDeDsdMTM4cVexTk6f50Ns/u/b1FrVqWuRmat6b6p8z5906N5N6fddyMzl1ZWrqzdRonZvZpNLcTE5uaRY5ebXWn5Vjk1mZaMbsSNy3FrVbtmntp9JzlTNW8YQGAJieAQ0AYEADANDb4dF2KGZretWqybHUdmrmtnP658zHqzfzW6U5mBHyNKVycjObrD2Tc65qzvOMOZt438VcXWlNmtR9Hdt7e68OdezbVHNlqX2e/dhT32nOd12aQ/KEBgCYngENAGBAAwDQW1WGZqmaNEvJybLU5F1abGepHMxSn1X6ua3rZ7RWs2ZQ69xMzLKk1nVKSdWeyfmsWb6vnO+otH9pZqV0/aace22pdZd61Y/JsU1ZmV1T+t21qM2TqknjCQ0AMD0DGgDAgAYAoLfDI+/cUjVplqoZM4IWmZvSNWWWmuOfRSofM0u9mdI8zYzfy+zrOqXux9I6MZ+4/b7pjrdFbuabZ29ftT94/Iy/9I2+r5iJie1eWShPaACA6RnQAAAGNAAAvR2eZUdjnubuR+/Z+i+mJgcT5azHVFNLZptqz+SYZc2mHLPUnin9LuLrOX1K1dSeqVk7KeZjHjxzuum5HSEPUUNuZjNKa8y07u8JDQAwPQMaAMCABgCgt8Mz7vQjpx5YtWN9mtlrzCxV96U0N1OzzW01Wu2Z0nWdtrX2TEqLPE1OVqYmEzOa2XMz9JXKu5ReS6n35uRpPKEBAKZnQAMAGNAAAPR2ePYD2Nb6NDVrNtXUpMkxWu2ZnDxEqs/stWRyxHWdtknN9x7bs+dgctZvko9hNKU1ZtShAQB2ggENAGBAAwDQ2+FtOphYnyY6FmrVjGapPErpekwzrsGUIycTs8t5mhHWbzp69PLFtxlzMKntbzIrs1RmpXQ7sjKMZqlrMvXeCy8/s2p7QgMATM+ABgAwoAEA6O1wnH+qEbdz9KobhzrIba1VEy21DlTp9nvJycHsWj4mWqr2TIu8yy7LyRPk1NuItWdS2yz9rJo+rc8JcymtMVNzzUSe0AAA0zOgAQAMaAAAejvsFMylJsuyC7VnUmv65Lx3l6WyMqXz37ucgWiRFZhxH0qvk7jP8jT5vnn29lX7g8fPdL/eauoklWZuUpldT2gAgOkZ0AAABjQAAL1tbYYmNZ8X13vKmfO75SsnF9+3bc2ybNKu1Zj57tmvLb7Nmhozu5BvqMlzLHV+SmvDzJKhSR1j3P8RMiIjG+Gc5FznNddn6T3oCQ0AMD0DGgDAgAYAoLetzdDkzNXl9HnkVJ+6CE/c+9S+fY4cucIVvINuPf7JVbs0WxP7x/WAcu6LXcvN7MLnwjbxhAYAMKABADCgAQCoZC2nAjm1HzaZM9jbe3XfPjlZnNnFeiqpc1JTc6WXB8+c3ppj2eT9uJSltjljPqbXb1rqs9Sk8Xczhyc0AMD0DGgAAAMaAIDeFsvQHL3qxikOeKl1T1LvLd1mzv7kzC/ucu2Qmu+u9NzW9F/qO4rZmuuvvnJtn/MvvVK0nVRNmtGunxZ5lF55kW3dz6XErEzM0MR2qn8OuZzt4wkNAGBAAwBgQAMAUGmn69Ck5qFb5GBqtlMzd75r8+6tleZjUrVkbrvhrqL+OXJyM7Of85z7d4Trgc3LycSk8je7lqeJ6wD+wxN/Oeyxl/5t9YQGAJieAQ0AYEADANDbzmVoRpuPX2oOPmeusWZNjdGyAjX7U3rsOdmmlFjfZakaKqnaMzVidieV7xnh+13qHMq+kLLL9Wnisf/tLf+xauesGzgCT2gAgOkZ0AAABjQAAL2pQ9Nwmy1q0tS8t+b1kb+7Te5z6feS02e02jPf+dG3Vu3UGk/M9ftWeo+M9puQk2VJrfdUk4Op2c5oWZzS/Wldn6b0Wrrw8jP79vGEBgCYngENAGBAAwDQ22Gn4Lda172o2Yel5rNbZHpmr+Gxrce1Tfcg1Eit35TjX/7912u3M1qepvQYU/1j7ZmYoRlZzNZ4QgMATM+ABgAwoAEA6E2GZgGl2ZcaOdmCpWrPbFOmYbRjibVeUlJrNrWoPTMLmSfnMyVmU0ozJTEr8/53v2FtOydPk/O5Ne/Nyd98+YFza1//zD3H1vbZ+8FvDrzPo/GEBgCYngENAGBAAwDQ22IZmvh/wY9edaMzmyk1h106n53K6Gyyjs5o53CbchW9cjNxnakW6zrJwYx/H80olU1JvR6zMqVS2ZeYuYniZ+W8N9W/NMsSa8yU9u9Vk+b8sw8X9feEBgCYngENAGBAAwDQ207XodnkPHGL+ele60+1yKxsMkvRes2slNLaM6PVm2mdp2FMs2fUWtRNSWVcWrw3J08TxboyR/7qDw98jHt7ry5+/ZT+Jsdsbg5PaACA6RnQAAAGNAAAvVnLaWI5c5M52ZpdWNepV42NmjWbcvrs8rpOs9+zI2T4drn2T846Sqn8SqrGTKm4nRd/+l+r9jVv+7O1/VPrNJXqVVem9bXnCQ0AMD0DGgDAgAYAoLcmGRrrOh1Mzvy6+e/tU5qDGSE3M0JNmm3NhYyQaRvt3KYyLkvVmKlZ4ymVs2mRuamRqkmTWuOppg5Nr2vGExoAYHoGNACAAQ0AQG/q0Py/bc2jbLLWBb+VU3smx8jrOvG7vxuluYHUe92z4xstH1OjJisTs3RRKleXc7+cf/bhA++PJzQAwPQMaAAAAxoAgN5kaLZQr/ViZpSax01lIHLqgiwllZt57PGL67m8+MPnV+3TD320aPtxO3fecezA+1lTk0Ytpc3c+6lrOyf3M3K9n1gzJmdtppy6NTnbSVmqJk3Ouk4psd7M3g9+s2r3Wr9pk/e+JzQAwPQMaAAAAxoAgN52OkMz8vy9bMFmzm1N9iW+d6naMykx7xJd865rhzq3vdZ4GjnnsVSuZYQ83AjnOZVxycm7pDI3NZaqSROzMjFD0/ocjmCpa9sTGgBgegY0AIABDQBAb+rQLGCp+ePSmhCtP2uXv4ucc5Vax6SFWG8m5mbi65dV1JJZqiZN1CtPs2u/OUvVm1lqLaoR8jQ5fVrkaaLSmjTx9cvenbgHw+tffuDcvvswQu2ZVD5GHRoAAAMaAMCABgBgQIdaf8DRq2488HtTtT1uu+GuRfatpvZDzfxfzme1yMrUnIfSY1nqnLRW+r23qDeTqjETsyypPjlyMjE5+9BCr2xN6+ttqXu8xW/FJn9/esnJx5Su91SzrlOUk6GJ+3DLV06u7ZMSszWfuefYvsdVKic7WHNfn3/24QO/1xMaAGB6BjQAgAENAEBvO1eHpmZtlKUyIjVq5rlbrGG0C2tOtV6nqcYldWhSGudgSt16/JOr9nfPfm3V3oVaNan7JZVLiHnBpX5DWte4GkFOXiT2iee/NCuTqnOTs8ZTTibmiXufuthO9ImfG3MzvfSqQeUJDQAwPQMaAMCABgCgt+YZmgsvP7Nq59SkaZ1XyKkr0zojUlM3oqb/UnPw2yqenxFyMzm1Z+K6Ti22H+e/l1q7KuZmeuVpNnm/L5V7a7F9ftevLvzpqv2mo/9d9N6c7M77C+vfLPW5s/z21vCEBgCYngENAGBAAwDQ2/R1aO5+9J5V+9h1V+zb/3MnHl21l6rFEtXMYee8t1ftmaWOcZPbLP3cpTIiOUrXZor1ZnJyM5fUp6moQ3P8tvfsu8816z3F3Ex04cIvV+2jRy+f7nepxX1X+lnyNL9fzv0e8zRL5bpmz7ssJV6rMWtbwxMaAGB6BjQAgAENAEBvG83QpGrSlNb8iP2ffvH8vv3PPffqqn3LV06Gfzm5tv8jpy7O7eXMf6fmqker+9IiozO71Dx6qj5Kqfs+9vVVu7RmTGluJqqpT1PzuTFn0yJb06I+TetrvnT9ppGPBVpcqzI0AAAGNACAAQ0AwCAOjbAT53728wO/N5WhiTVpYoYmZe/Hr6/aR965/2k5+9Xnup+3vb1XXcGZNlljJiqtNxNdUksmoSYrU7oPpZ9Vk6Ep1XrtpxGuyRmPcRd+E3bteyk9b79840trXz/xR3+x+L55QgMATM+ABgAwoAEA6G36tZxS6zfdf+dTB97m/Z9ePyd6802by2Gcfuija1+PdU2OHLli8c+dMZfTKx8Tv4uUpTIuNTVsarYT++dkeqLHEq+3yNbEe0G27Pf/Phz/1HVF2xkhL1iz/5v8/ZklT/PFp08d/M2vHfytNX+Xc3hCAwBMz4AGADCgAQDorXkdmptOfn7fPqm8SI74f9yXmp9L5QxKMwQ1cs5JToajtW3K3KTOZ06eKef6aX0tbXKtqNLtl14/pfmwWe6Xmt+6EfZ/BDUZmhPXXN9033LWFoxK66Wl3rtJl7929YHfe+wtb266b57QAADTM6ABAAxoAAB6y6pDE3MwTz71haIPSPWvWb8pqpnPS7n/07euff3mxhma0vn12L/X/HpO1qG0lklNLifuT875jHUjco4lnufSrEzs33oNphxL7UNNHuj4be858HvPfuffVu3UmlmbXE+qtZz7vTTvxbJiRicnT9M6NxP/PqbWVNomntAAAAY0AAAGNAAAlQ6V5mNy+uf0WSpDk7LUnPH3n9zcuk41NSpK6x+UGmE9l5rzk7PGSou1saKl1mPqtW85+1Oz9lOpmLVKfXcj5ISWuoZH+23cpJFrz9T8PudkbmpyMymleZqlsqo5dWhqMrue0AAA0zOgAQAMaAAAeqtay6l0rqt1biYlzhkvteZL6ZxuKoPSYk599jxNi3PSIjfQq5ZMKs9Rsz+l29xkvmeTSo839j/yzkNr75ERcjObvC+WUpObiUbL0OTszyYzLjmf1aLeW47StZ88oQEApmdAAwAY0AAA9HZoqQ3FPM3Ic8alWuRpWs/pls6LLzVXncrWjHB+RsjQxIzF3o9fX7Vr8iibrPvCmPf7aPdFjpy/EaVZwJHP84x/72b8O+4JDQAwPQMaAMCABgCgt0syNDXrNPWqMdNLau45Nb8+wvzuaNma1GfNkqEp1atuTY2Yy5HXOZhdyxTuwnlgTJ7QAAAGNAAABjQAAJWy6tDEfExcW2HXcjO7rDQzVKp1xqj1+lZR67WuGJ+8CGyeJzQAgAENAIABDQBApeI6NHIz5BhtHZYR6tAwpqVyYJu8noHf5QkNAGBAAwBgQAMAUOn/BgAT8yzvHZMFZQAAAABJRU5ErkJggg==
On the other side of the statue, smooth fiberglass doors greet you. The lock has long since rotted away. Maybe it wasn't the best idea to use spaghetti to make a lock, in the first place.\n\nBut who are you to judge a civilization's architecture choices? You are but a humble SPELUNKER.\n\n[[> ENTER|last room]]
.passage .header {\n background-image: [img[cavedark3]];\n}
You flip it open and it chirps, displaying sprawling concentrations of ORE labelled with numbers correllating with the amount of ORE as well as how dangerous a cave is. It's very advanced technology!\n\n[[> BACK|Beginning text]]
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
.passage .header {\n background-image: [img[ir]];\n}
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VPs1Umplf/mMsXnn34j8HPpWVmVm0+ptY5e9WUHEM6B+qdutekJZdTku/p1ZOmZEZV7Vyq2vvG25TMIuRxrtAAAAoaAAAFDQBAo2UyNEfLzZTMRsnWZUuyLC29XkryMSVZltE5gKh2rT07/kf2/+Cr0+Y/L5+5cvvmGw+34/yjLCtTm01p6VvTkn1pue/NN14d+t1pyR6Nzsr0+jyPztaU5Gnidyp73Ur209Ivp+WcVvteZ5mYkp40LVkceZpyrtAAAAoaAAAFDQBAo6kzNEfLzbQo6iGReGQtOfSZqO3pks2Eyo5zxHMveo4lr8lTdbf/UcjTRI/maR5mRx58/uVpu2TeU6blvi35m14zp+Lr0GLmHjOjv+9bnVt69ZWpPV+V5IpGz4NrmeXUkqfhh7lCAwAoaAAAFDQAAI2my9DMnJup7T0w+hhKxCxLNgOlpEdLXJOOmYPsviV5ml5q1+Bb1K/NP3x9YoamZGZTyW16ZVlKlORdSjI9sR/PCKv0mFnR6DzNeb+b/c/58fbxecW5e1FtnkZPmh/mCg0AoKABAFDQAAA02ixDo8fM43r1JChZn85yMPHvJb1YsozOI49VsJ9zrqNnWYraeU+91OZpMr3yNJcvPHvl30syNNksqpbZT7WPlWl5f0vyNyX731OOp1cO5pw9dUaLmZgPOv0WZNkdeZrHuUIDAChoAAAUNAAAjbplaP78lz+ctn/x4u9P26tnZUb3ninJzYye91Gyrp+tkZfMVamV5WB65Q+2yspELVmZbD8tOZXYIyca3TOmJffTMqep9jPQ6zMzOsezlRF9ZbY61231W2DGUztXaAAABQ0AgIIGAKDRjRdvvdl9pyvmZrI1y61yM7OZocdG1i+n1/GfU8ysZP1dSvrT9BJ7z9QeT8n8phIjetW0GN2vyGyp85yjRrzOJb8Lr9x877QdM0a1M6FqH7dXT5oRv+Oj++W4QgMALE9BAwAoaAAAttatD43czLpmnkFTkpuZLR9T69N3P77y7y+9/vIT7zui90xtJqYkKzNbPmar70XcZ+3nVuZmH69PST+bvfakyeqEXtkaV2gAgOUpaAAABQ0AwNYuvATfa8nNlGRxZlgHnS0rU9s3YvWszL1735y2b4a/3/7k7dN21gMmM6I/TUmPmZj7yWZvHcGIHEy2z5Y+TPSV5WBqfwtq50OV3D7mVGqzKavPXnSFBgBYnoIGAFDQAABsrSlDs3rvmdrczCr9ALbKyvRa499TViZz95e/PW3HDE2mdo5SJus9c/+tD6/cf0lGp+T5Hi1nU5sDi7cvue855xbNIDtXz3ZOjsf5wYB9jni+M/yOt+R+IldoAIDlKWgAAAUNAMDWlu9DU5KJaVl3LLlvbRZnxHGOWFOvzcTE26yeg6kVcyQxL1KSL4kuX3j2tJ3lWqLs71nmJoo9b0qyMtnMqRGvz+qZm5LvY5aJyb5rtdmaveZpZsvN1P4G9crEtORBV+83k3GFBgBQ0AAAKGgAABrtdpZTyUyN2vu2PG7J7WvXv8+Zmyk5NrmZ68l60rTMaYr3jbmcWi25mZLXLTpatqYlT5N934+Qp5ltRt6I55L9TtXOhNprVibjCg0AoKABAFDQAAA0ujjCk5w5N1NrdG4m+/vRcjMlfVNa+s2UiNmX2DMmymY5lfSeyYzIzWRqczO9ckszkKepOC+FY47n89nyNL2OoaXHzOpa5jq5QgMALE9BAwAoaAAAtladoTnn/2t/5eZ7V/79j/d/U7WfEXM0eu2nZW27pVdNth+5mevdvleeJutJk2npVbPKa97yOq+Ys5Gnud75/GjHv6d+PCX1RkmexhUaAGB5ChoAQEEDALC16frQZLmZEiXriCP6BLTolYPp9Vi1j5ut06+iZWbQ6D40UUlPmhbn7D3T6/0qeY9W6VvTMsfNvKc5xaxn/F379Z9+deXvSO2cpqh2JtSKSvI0rtAAAMtT0AAAChoAgK1NkaGJ64slPWay9cjMnv6//ojMTclMmdpj2JMsHzM6N1PSkyab5RTdDPmbvb4vq891qv0+tnwH5WnKfXDno+vf18t3dq7QAAAKGgAABQ0AQKOiDE2v+U29ZjMdQUsOJiqZx9TSS2ZPvWdKnLP3TIlsltNlQW5mld4zte9F/HvJbVY5D5TkaXr1p1nldajNRLbkKUvymlFL/obrcYUGAFDQAAAoaAAAGg3vQzMiNxPXMuM6Ze0a52x69X2pzc207HOvtuo9k8l60sS5TkfIzWTvxRHyNCXfxxH9abb67o9+3GzOUa9eZfH3qDa7s6feaSNkc51coQEAlqegAQAUNAAAW+uWoRndYyauI8b1xefC/mtnPM2sZWZTS0+aEqv3npmtl8xoMWdzNHvK04ye8bQntX1rsjzN6rLfzb1yhQYAUNAAAChoAAAapRma2vlN5jFdT688Su1MlhVzMJnafMye8jQlvWeOoOS9W733TPb9HTHjqeUYVjfzDKaSTMyRe9i4QgMAKGgAABQ0AACN0gxNnI9Qm6fppXb9L5vx9NwB8j295kDV7n8rtXN89tRvJpvrlHkkZzN4ltMqr/mePg8jcjP62Tz+m9KLOU3juEIDAChoAAAUNAAAjS5WOdAjzKEo0ZJl2VPvmailv8iKWYqS3Mx//PTBaft/vrm88r4xizPivWBbJbPbjpyVib8pe5oDeDQx4+sKDQCwPAUNAKCgAQDY2nQZmtr/l7/i/+Pfa5blnPbaYyaT5WYe/O2L0/Z//fvVeYit8jQrfmZWn/dUko85Qm5m9ByrFZXMgVqdKzQAgIIGAEBBAwDQ6GLFg85yM3FdMM5vaukxEGdC1dLPgHP67/+9OpuVZWuO4GhZq6gkO1KbL5kt/1dyfs7Ow+Yo7Y8rNACAggYAQEEDANBougxNzMGMWOOszcS05GDiY50zT5P1YOB7R85VZD1poLaHzVbnlpLzarxNdvuWfCRzcoUGAFDQAAAoaAAAGi0/y6lkP1v1g8nWa7MZMeaPXM+KM3fOKfanOXJPGo4jO/dmuZnRvxEtc5RG50r3xBUaAEBBAwCgoAEAaHSxpycz8/piSZ5mRF+Ho/WkiX1lsmzNir1n7v7yt6ft25+8fdq+/LfnT9sP/vbFE/ej98zjjtyXKDNbhq+lZ0zt+5tlXEb/vmQ5m5b8zdG4QgMAKGgAABQ0AACNlpzltPr/y8/WdHv1U9HDZn9eev3lJ94m5mlgxDlhxRzeI8/3naee+DqcM7Oix0xfrtAAAAoaAAAFDQBAowsvwfnFtdt7dx5maEbnaY6gtufE6j1IHnz+5Wn78oVnr/x79Om7Hx/qM8D1zglHzt7N1utF75lyrtAAAAoaAAAFDQBAo6IMzfu3Pzttv3b31rRPZsX/059lOOL28089XM8+2mym0bLc0mx5mpiPqb19lqdZxYj3xfymx88nLbI+NyN6YsW5eKOf7556wxwhi+MKDQCgoAEAUNAAADTSh2Yi1vWvJ8vBlLyeM7/m2fym2kxMzNO8FP6+Sk+alvel9r5H6GFTmyNpyeqNyNN8cOej03ZLniazVW5Gv5nriRlfV2gAgOUpaAAABQ0AwNaqMzSr9KRZRbbGHNfyR68Zry7LwewpT0P5Z6D2c3KEc0umVy+rEbOf4nlvr2JeR4bmenVI5AoNALA8BQ0AoKABANjaFH1oav/f/57ma2RK1vjNdbqec+YttsptxF41tXOg9vp9yfJVe1UyX6nFiNxMJmYHV8zWZPmY2txM9tvXa/+rc4UGAFDQAAAoaAAAGk2RoYnrfC35mOz/9K+YucmyF3rSXO91a8lMtORgWnIzJdmXeJuSGU+P7HORWU4jlPQi2pOS3MwMmbzafMzo82GWQZnhN0Xfmse5QgMAKGgAABQ0AACNLmY+uF5rhEfI05Tc9wiybMTqs3tK8jF//+u90/ZPfv70lfeNGZqXXn/5tP3pgfM0fK82Z9NLdh7LMjEjetJkPXuyXObqvyl75QoNAKCgAQBQ0AAANGrK0Lx/+7PT9mt3b3U/uGz98mjimu7zTz3cXnGmyWjnnJ2U5ZNGP27WnybmZlZ8v875GpYcA4+ff46gJE+zur3+trpCAwAoaAAAFDQAAI2m60Oz1//f36vHQ9zPkdf+szlN58xejH6skt4zUexDE62SrdmqV5C8Tvk5pzZPUzsTqnYeU9aTpnY/I3JC2W/ZVpmV1XMzMbObcYUGAFieggYAUNAAAGztYpUDXSVPU7tm3GufcQ14xDFspVe+oVd2YXTeIs5XqjVzVqbk9a/NQukfs+35beb+NC15GtblCg0AoKABAFDQAAA0mjpDU/L/+FfvVXO0OSlRrzxKyX5qH2u2fEbsMXMzzHK6/9aHT7xvSbYmZnc+fffjzd/r2te/5bNU8lirf35Gn69myO1lPWm2MsNv09HmIbpCAwAoaAAAFDQAAI0uVjzo2XIztevHJevQJdma1XvPbDWDqeR4ohl6z2Q5mBG9Z0bnaUq09KEZkb85cs+bEbmZo/WJOUJ+ZQau0AAAChoAAAUNAECjbhma929/dtp+7e6tTZ7MiuuUe5q71KIlozAi4zJDpie6DL1nHnz+5Wk79qfJxJxNvG+J0XmaXtmUlvyTmVDfK8nttZyv4v7v3fnmyn0eoS/X0XrD9KorSrhCAwAsT0EDAChoAAC2tmQfmpJZTqPXKVt6z+w1NzNb7qTEVvmJkt4zJUb0oSk55pI8zYgZSaPf69EzobYyOh8z+rzakq2ZoefNOXunHTmj4woNAKCgAQBQ0AAANBqSocn+73hLf5qS3Ex2+xWVrGdvteY9OvdwzuxF3E+v2UCZ2rxL7D1z/60Pq/ZT25+mVpYBKnncktd2qzxW7XyxlnlkLZ+rlkxJy3mj5X2JvWdG541iViZmaFY02+zC0Wp7z0Su0AAAy1PQAAAKGgCArd148dabUx1QSc4mW1PMcjO91iB7zTE5Z/YlW/Pe0/yaEXmLlmxEtp+WDE3tDKYWMQdz841Xr30MtbOfzFRa67sWcyrnPKfV5oeyDM1WPWlKfrOy36/a37hVsqQtuZnIFRoAYHkKGgBAQQMAsLXpZjm19LBpmWHx7VffnbZ//MyNK2/TkoMpuf0M/V1KrHKco4+nJJ/Ua9ZS1t9lxCynXvusnVfVMh+qtmfMVkr6Hs0gnuuyDEpJf5cR55zYz+bI5GYe5woNALA8BQ0AoKABANjaxSoHGtfbSvI0Letz7//uD1f+/Rcv/v7a+zznnJdV1ulbzPAcRzxu7D0T1eZaemVuYu+ZbLZUpvaxSjI32fMaPf+r9r0u+Xxu9RlumQNV8po8knfplLeLj1WS71ldlgeVm/lhrtAAAMtT0AAAChoAgK1NN8upVszT9Fqfy9b+s/X7c+ZjMi3r8efMFvQ65pmVZEeyeUlRSU6l9nGzYyi5b5bvyWY8Zd+XrYzIc+zVzN/NbJ7UikryMSX3ndno3EzkCg0AsDwFDQCgoAEA2NryGZoRtsqUnPM4a4+5JSdUMvOo9nFnWNevzcrE29fmUWaTHf/o3E/J6zzD92X1897Mz3FPGZpaq+RmIhkaAAAFDQCgoAEAWIgMzRP8+S/95zr10msmS4m9zkyp1ZItyPrNzNDHpTYPVPK8avM0mV7Zl5k/G1speW1neF7ZcR4hQyM3U84VGgBgeQoaAEBBAwCwNRmaa6rNr3zxztdD939OI/I0JX1ravcz2oj5RyWyLEtLT5fafZbkaXplaGY2Ot+zSl+rEccZz4HxnLOn3MyK+Zhoq6xMxhUaAGB5ChoAQEEDALA1GZoOzpl3qc3ijDj+lgxN7Vr7zH0yajM0P3rw1Wn726++O2239JuJx3DOvjXM8/3KPv8z9O+p/W7KzZzHbNmXXlyhAQAUNAAAChoAgEYyNJ31ytOMyMqMeC7xOLPbnzP3M8PrFsW+LC29Z7YScznyOvN873r1ghqRPxuR3Rmdoak9b7x299YSn6W9ZmUyrtAAAAoaAAAFDQBAIxmaMxk9+2mG5zVDj5zon5fPDH3usa/Miu/dVmrnPcXbl5h5htTMM9qOYMR3c3Se5mg5mBau0AAAChoAAAUNAEAjGRqGmGG+VW1WA59V1jVbdq0kWyMf05crNACAggYAQEEDANDo/wcAG6m9WHMXITIAAAAASUVORK5CYII=
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
.passage .header {\n background-image: [img[garden]];\n}\n
.passage .header {\n background-image: [img[hallcloud]];\n}\n
.passage .header {\n background-image: [img[caveworm2]];\n}\n
.passage .header {\n background-image: [img[caveworm3]];\n}\n
.passage .header {\n background-image: [img[cans 2]];\n}\n
.passage .header {\n background-image: [img[signposts]];\n}\n
.passage .header {\n background-image: [img[caveblue]];\n}\n
.passage .header {\n background-image: [img[caveorange]];\n}\n
Turns out, she was spelunking too, when she was attacked by CHOKEWORMS and lost all her equipment. She cultivated this garden and has been able to live off of it herself.\n"But," she sighs, "I do miss [[> CHARBERRIES|se2]]..."
.passage .header {\n background-image: [img[rockpark]];\n}\n