1 files changed, 22 insertions, 6 deletions

diff --git a/maps/012-4.tmx b/maps/012-4.tmx
index 0c43b129..e1249f1a 100644
--- a/maps/012-4.tmx
+++ b/maps/012-4.tmx
@@ -23,22 +23,22 @@
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H4sIAAAAAAAAA+2a7a4cuQ1Ek0dPnjzYH4s4k+4ZfZCsonQKOMDanmmRxZJavt5///Mf//g3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEj51wPqmgAAAEDL0/2AOwIAAMCdvN0LuCcAAMDtjL4jT3l37vbbte9O/CV1DQAAN5P9nnR750bdDbgjxPOmrLWe1lZ7AOAO++R8ot+TWXToWz3LrrzdBd5+vbrGrzUr7iMASt7yPZN59skdqN/5qvewa123MXIvWHmPZ0jtFUAEu7lnf9yB+h1f+T52q+c2Zs6ZkfNKKbWXACNZfMvsbubZF3egfrefiHqmLmTo13Oz1n1aZ7Rv9RygP09Z+pWx0Rx/+/XbGm/fUfsEMajfoSejnq0LJ2u2b/UsoDddpPYJYnh6p42879Tv3g6oZ+vA6VrtXz0X6ENHqT2DfXbed1HvTfU7nPtBLrdop3/1jMCHp0x0lNpH2MfxfhC1RtT7nPvBHpHnzc6fVyiqf/XMQIOznur7VrPaS9gj+r2e8a50//s994PfRJ5Pfz7zz2dHrrOjyP6fnvP2XPWMIYaZXOxmqkJqP2Edh7+bq2qu8lA9YyXZZ42jRnwY7WG2X/W8YZ+VjI1+9i0jmVL7Cet0vB/s1l/pp3q+arLPGld9q3Gmh5le1bOGeGZmvZOJEY1+brUGN7rXHwH3g/xa1DNWEq2KNVZqWf1eVP3qOUMOM/PeyUWUdutwoXPt2XS6J3A/8KdSn+tlrr/aY4ZH6hlD7d4Z/ezuOlFS+5jl+Y3MvmMj7wmz71PuBz04USs9ZnqknjHU75tfn83M24zUPmb4fSur79iIO0LmXYT7gZbTNNtftj/q+YLfXqlYY7cOF07rJ4Odd2zEu7uCau/UM3Wii37VvdJblj/qmUI8kcp89moNjpzWTwSR71j1e195N/jWv3rGbnTQt7pHepv93o4/6nlCPKdJ7Wek5+o6K4h+z6rf+9wP+uGsnZ5Gfi/SF/UcIZ7TpPZzxfO3OajrrCDyPat+53M/6I2jovvL9EU9P4jnNKn9jPRcXWcF6vf0afcD1Z3kNNyk9uOXJ+raoH7mHaX2c8Xztzmo66xC/a7mfgC7VMm1R7X/UDvvb/N3ldrPaO/VNVahfldzP4BoTjzjXOuC+nmPzt9Jaj+jvVfXWIXj+7nj3eBX3eo538wJZ5xrXVA/7535q6T2M9p/dX3VZL1/V9+P3A8gg65nnGNNUD/v6AxUSe1ntC/q+qpxfPeedD/gnuBHpzPOsSbQzDwyB1VSe5nljbrGapzetyv1ON8NuB/44ngWuNUDXvOPyESV1F5m+a+usRqX9+1KPdwPYBen886hBtAzo8xn70jtYZTvn7+vrlGB2zuu4/3g7c/Us4UxVOfd6WcueGWiQmr/Mn1X16jA5V7wqx6Xu8Fnjd/+XD1bGEdxLpx+5kJeJn7l4+n3K6T2L9Nvda0KXO4Fb/U43Q9G13LxEuZQnAucSzCbh5GMqKT2b8frEd/UNVfj+C5zvBu81dXFUxij+kzgPIKRHIwo+nm7NbhzQ48n0ul+8O3/QVD7CGsozgPOons5SWovK7xX13w7jvcDp1ogn+pzgbPoXk6S2stM7//+vLrm2+F+AA5Unn8nnLUQN/uuUnu54/3oLNQ134rr/5e4WpvaT9in6ozgHIKnHIx8xk1qD3f8Pq2/k3C9G6zWpvYT9qk6IziHYAVHqT3J9E9d723s/szA9W7A/eAMqs4JziHYxUVqHzL9Utd8G9wNoAPR58TnMziHIBKl1L1neqSu+Sbc7wYjNao9hBoiz4mnZ3AOQTQqqfvO9Edd8y10+HeFkTrVPkINUefE2zM4gyADhdQ9Z3qkrvUW3O8Fo3WqfYQaIs4JziCoRiF1z5keqWu9gQ73gtFa1V5CDbvnBOcPqKiWut9Mj9R13kCH+4FjTaBj55w4/WwFfyql7jXTH3Wdp3PS3YD7wT2snBk3nKvQg0qpe832SF3n6XA/gE6snhe3nKuj/n16oq7rNqqk7jPbH3Wdp+N6N/jXP/+3vpla1Z5CHqvnxQ1n6k7Pn32f5oUjFVL3mO2Nus7TcXvnrv6bB3eEO5g5L247UyN6v8UfB6qk7jPTH3WNp+Pyvo24E/ylp7q5L5zDzHlxyzm60/Oq/lxL3XNnqmbVkdP764DD/SDyZwb8POFcZs+Km84XtdT9d4bZ7PuirvVUTrofqH8GAr/Z2ctZUnsS4alaag86w2xifFHXeyIO79adGkZ+dsD9wIPdvZwltS9Rniql9qE7zGbfF3Wtp+Hyd++I+4G6B/jN257+tbezpfYl2tNKqfs/BWa074u61tNwebeO/j8FKz2oPb6Zzz27urczpfYowmOl1P2fBDPa80Rd62l0uB/s/vxA7XFXZvbc2x6N2tuZUvscMaNqqfs+Fea158nn99S1d8f1fvBW20oPao+7Mbr3orVS0+xzZ9d1Ril17yfDvNb9ePueuoeuuNwPZmvZ+fcIeMdBkTV961Ptdec5qfs/Gea17sev76l76cbKu9elFnW9J3Gi1J6ePCu1ByfDzPL9UPfUBaf37bd/V5j9uQH3g3FOlNrTG+al9uFkmBleODDzruXnB+dxotSe3jgztSenwazq8q7uzxW39y33g1pOldrXG2em9uU0mFVt5tU9uuH4rt35dwR17R05RWofmZfemxNhVrk+nOBNNM5/F8/4+QH3g3cq9lSF1D52mlWW1P6cCLPK8+AkjyIYeW+q37FZ9wLuB89U7KVsqT3sNqsMqb25gRvnlaGZ56v7z2Tl79VO94PRHmY+B/9L9H7LXmt2zVNwl9qfG7htXlmaXcPZg9m/I+/+3N3h/cq/L3hkb1QV66q9OmFOmVJ7dAO3zayiV3e/RurIel/O3A8qPcm6D6nz7kSUKmpUe3XCnLKl9ukGbptXRZ8dPBtdO/ue4PRujboTcD94zluU1L2cTKV2a1B7dQMV83ahqr+TPPuLiPd8h/fqUx1/ibvBPlFS93Ei1YqqR+3b6VTPXU1Fb6d59ndPp//s4G9O6MGRKKn7OI0qRdek9u0G1Dno0K/CU7VPT9xwN4jsVd2DGyfuie5UKKMutW+34JIH136Vnqq9+uSWu8Fsz5+fU9fszAn74ASqlFWn2r9bcMuDQ59OfkbUlM2v96d7/TP9jfSrrteZ07LfkSpl1qr28HQycuA+t9l+lJ5G1qWmc+0Qyy2Zd6VCFfWqfTydT48jsuA0w6f1Z3pZXTNbo2ur8/VrFnAnUXmHXN9XVFm32s/TefN4JwtOc3xaPzvflXL1fSZrcB+rGYdnD0f+vEqVeVHP4HTePF7NQnVuZnI12lvUejPPH/nsrNTZGs0a3EfnHLsQdU5ESZET9QxO55vHK7NR52mnnt26op5V6Y9L1uAunM6Ijrx5pVJlRtTe38Q3z2fz0DVbETVF9pbpizpr6hrAA+XZcAJuquxP7f1NfPr+6f/IjCIU0cds3SufHfFxt68oT1yInjX0Z1TqOl340w9HVeZDPYub+OW/Qp/r72Tp1/NHfVhZf3cm6mxk5SvCI+jNzl69jQ6q7Fk9jxuYmffonCoUud6vZ+14GTEbdUYqcnZKnxCXB7Kx7pdKir7VszmZGf9HZ9FRnz0+/dlKvxGzUWekKmen9Apxebg9F52k6ls9oxNZmf3ILDrrqcc//2y216gZqbNSmUN1PaCZe+Y+6koHOfStntNpRGXiz1+fpDfPZj2MnJE6MxWZVNcAtfPe2Y9/PkfdS6QPs94o5ZwLyPX+dkV4GTkvdXYqsqmuAWrnvbsfu+yPzzpPkFsWoH4OaMzPb2dB1MzU2anIproGqJ/57D7M3m/KHjtJ6Y16pifw5CUa04zHo95H7CF1prLzqq4B6me+szdX961rb12k9kc9286gPc16/W0G6ix0As/uY3d/OmbmBql9Us+4Mwqp14/UrMff/lydhW7g2V1E7E+nzNwiB8/Us+5KtlzritJqL09/ps5CN/DsPqr2bIc+usjFN/XMu1Eh9/p2FdmHOg/dwLP7iN6bHfroLif/1HPvQra61buq6NrVuegEft3HKXvpRjn4qJ67O1XqWveuovL79KzufPPp6bNRz4Jz2N2PDtwqB1/Vs3emSp1rd5I6L5mzG/3OTAbUfUI+3ffQzVJ7q569M5XqXr+L1JmpmFvGnNU9gy5Pznm4XQp/1TPvQLU61+4kdW46z03dP/hkS13vSs2nSO07eGWza90zqqpbnZvuc1P7AD756lhzZ6n9Bq9cdq17VKra1fnpPre/pfYFtBnrWHNHqX0Gr0x2rXtEDj2oM9R1dk9SewPajHWrt4vUeQC/PHaqu+sc1DlymmGE1N6APmPd6nWVOgPgmcVuPXSehTpLDvOLlNoX8MhXp1rdpJ49+OWxaw/dZ6GuXzk//ITqfLnW6iL13MEri537UM8iog91/Yq+HZ4PnkSqa90qqWcPXhns3It6Fm99zPaqrr9yblVrqT2C/59hZq5cctBZ6pyAV/6696GexVMvs/2qa6+cW+V6ap/gfX7RuXLKQlepcwJ+Oexcu7L+b33M9qzuoWpuinXVft2Ko27v/03qrIBvBjvXrqz/Ww9Rn3dDOSfl2lA3qwrhwX+lzgp4Z5D64+tf6VedpYzZRPfmUAPU5SZTeKDPCmhyOPMdx/q75Hukru697MqlRrW/J9NVN3uizgzosjfzXec+3DMeqZN6yezLpQ7IzU2FMrzo4Is6M5DLzvydstI955E6qZfMnpxquZ0TdJsf6sxADasZcMpL95zvSl1/VB/VvTnWdBMn6TZv1NmBGmYz4JiXrjmP0uczK+vP6KeqB/f6Tuck3eSTOjdQxymZ6VZ3pJ6e262Ht35WaqrqQZ357pykm3xS5wbqOCUznWpeqXG0j+reopRRQ3b96sx35UTd4pU6O1DLKbnpVPNKfa79RShz/cwe1JnvyqiPnVTpl0rq3ICGE7LTqeaVunbk5ntUXVHrKHu4kRUPnVXplVLq3ICGE/JzUq1RM1L3kVVXxpo7UmapIyv+OavKJ6XUmQEdJ2SpQ42jde7092tth9xk+PXt1yNrRkiVqS7s+LU7j19r76jCK7XU2QEdJ+TJta6VOme/N7u2MjeKbFbuAXW+3Ijyqtp7l5k7SJ0h0HJCvhxqiPI5q69dL2Zr2603KpuKfbDq6WlEePTtWYq6K9bPyOSq1BkCLadkzD3Xak/fvl8phWeO8/n22Zma3dmZR+azorKg8K9S6vyAB2Stn7/RNTjWPNLPZ61Pv1bugZV11HnNzH3UsxS1V89ILXV+wAOy18/fqBrc696tTb0Hdmt++r0OjPS28zxV/dXzUEmdH/BBKXXvXf2NWF+ZiypfO+yBUalzvOql6zNX86DysVLqDIEPDlJ70M3f3bUdclHha9c9MPo5NzJrrfZA7b9S6hyBDy5S+9DJ3901HXrYqWe0JofeRrVSkzrbv7zMerZ636rXz5Q6Q+CDm9R+dPN4Zx3nXiLqUfczq4i6XLLe7dkZ2cpaO1vqDIEXTlJ7cbq/n3LsKaoWp5lUru2Q9W7PXsmIat1MKbMDnkRkKUNqX5TeVsi5x9313eZRWYNDzjPXcNq7ijUzpcgOeBOVo2ipfcn0dsSzDE+falDkJ7rGke9l1TT7nWw55DxzDfXezey1UipfO5I17w7sZGv3OSvrdCKjLzd/s7VSQ0aNFV5EPMsh55lrVPdS5Xm1FDnpyO3eRWUrU2qPon1Vzi66nkqN1qD0J2qdilqzcpi5hmrPZntfLUVOOoF3v32Y8adCaq9c86X0UqGqGqo9iX6GS953aqvqL0oudWTXeSr4NebHbLaqpPYrwte3z37+XuYsVdnpoq7eOOZ9pcbq/lbrj66xSqqcOINfv3355dM3ryqk9mo3Z089ZPU889zZdU6VIgM7NWbVn9X3r36y98RO3aPfq/ZvV+rMOIBHcZmMfFbUuk6M9vH0+0///dT/iB+jno76O9pXdg6ipcjBjq/f1lJnP8KPmfwoahv5bsS6VVLnwgE8is1oxjN313Rhto8sXyKes/r9DlJmYdSrlXXU+V/1Zjc/0ft01f8/v/vtGS5S58Ahe3il8SpCan8yfJz53sg6WXOt+F6lnDOxU6+yR7VHq/7tfn/meX//ueMeUc/fKW8jn1PX7+ZXRLZ+PfftM11Y1ch3v6355/ejajpVnXIxW7O6T7VPKz6ufm+3D9e9qc6AQ9ZGP6/uwcWv7Ex9m4nalyr/Vj0e+ezT79+mrtn4Vbtz3wqvRjS7nmMPmVJnQJ2zme+p+1B7VZGnt2e4+x+lb8/65cPqPG5S95zsPlvdv2pfRal7/StSZ0CZq5lnqXty8SwzSxVruHn22dtq/zOfzezBVeqsZO2xjj6o9leGutf/S+oMVOXp6TPqep1wyNKvZ7rMLEu7a4x4WNWLi9RZcfNY7UWmb9m+z+6vE6TOQFaeZmemrl3Nr4wo8vT5PMWcKpW9rrq/Sqn304jHijmovYjef9F7d+d7J+4t9fyzsrSaPXUPDt655OnzeYr5KFS1rqq/LKn30GyGlJlTexK1/9R799u5dIrUGcjIUsa+PRnHPH0+K/rZT/U6qKoel35XpN4vEXsrY3/OfF7tS0TfEZ5FSr1+ltQ5iM7QbvbUPTl4qM7T6hrdVTmbblLvk8gcVzxzxVMnn3fygOKlzkPl/jvNh8x9+OlNpm+Oyqpv1svdtTp4/Sb1HsnIcfSzKzLj5mG1XOuqkDoP2XulYu92JEoudUQqs95fz3hbb2btDh5/k3pvVOQ46vlZGe3iI8qVel9lZWg1c+reHDxc8fiUsyC75plnzM6sg7+/pN4XVTmOWiN77s4eonyp95ZjhtR9dvHSoYZIVdQ884zRtd19HZV6T1TmOHqNrPm7+neanP1R7y/HXKl7c/Lv7bPO81tRRc3Rz3H1ckbqfRCV49W99fQ8x/mO9v3NJ8e+lOpwXqr31+6+xJc9/1a9dJ/frN5qjK5553kdfByVOv8Ve2vFh+7qst9Vqs6XQ73ue/Cp11N9qciZev0MVdY3u46zb7NSZ95xX50yW/Q+S6e8rfTSjaheT/QmO1fq9TNVWd8vPzr49UvqjHfaV0iv1TmqMxedP3UPVX2vrqHu1dVT9fon6jSP1Jnuspe6q3PPETNW5y0jj+qaK3pV19oNpa/ov+rojTq7DjjKvb5RzfahzoIrp3t2cm9OKHxGfaTOpxtOitrXI5+NqHH0c796UmcAfJjNEPQhQ51rz5B6xifxy98b59ilTjgTsgeOuEntB4xlZDRH6toBAKAO7gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPv8B8P3sv5AqgYA
   </data>
  </layer>
  <objectgroup name="Objects" width="520" height="210">
@@ -187,7 +187,7 @@
    <properties>
     <property name="eA_death" value="30000"/>
     <property name="eA_spawn" value="100000"/>
-    <property name="max_beings" value="40"/>
+    <property name="max_beings" value="50"/>
     <property name="monster_id" value="10"/>
    </properties>
   </object>
@@ -243,7 +243,7 @@
    <properties>
     <property name="eA_death" value="30000"/>
     <property name="eA_spawn" value="100000"/>
-    <property name="max_beings" value="15"/>
+    <property name="max_beings" value="20"/>
     <property name="monster_id" value="10"/>
    </properties>
   </object>
@@ -559,5 +559,21 @@
     <property name="monster_id" value="10"/>
    </properties>
   </object>
+  <object name="Bat" type="spawn" x="2918" y="5698" width="328" height="180">
+   <properties>
+    <property name="eA_death" value="30000"/>
+    <property name="eA_spawn" value="100000"/>
+    <property name="max_beings" value="5"/>
+    <property name="monster_id" value="15"/>
+   </properties>
+  </object>
+  <object name="Spider" type="spawn" x="2550" y="5594" width="756" height="360">
+   <properties>
+    <property name="eA_death" value="30000"/>
+    <property name="eA_spawn" value="100000"/>
+    <property name="max_beings" value="20"/>
+    <property name="monster_id" value="10"/>
+   </properties>
+  </object>
  </objectgroup>
 </map>